<?xml version="1.0" encoding="UTF-8"?>
<rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Nuts for Fitness &#187; AI News</title>
	<atom:link href="http://www.n4f.es/blog/category/ai-news/feed/" rel="self" type="application/rss+xml" />
	<link>http://www.n4f.es/blog</link>
	<description>Blog</description>
	<lastBuildDate>Sat, 18 Jan 2025 20:53:39 +0000</lastBuildDate>
	<language>de-DE</language>
		<sy:updatePeriod>hourly</sy:updatePeriod>
		<sy:updateFrequency>1</sy:updateFrequency>
	<generator>http://wordpress.org/?v=3.8.1</generator>
	<item>
		<title>Cleaning &amp; Preprocessing Text Data for Sentiment Analysis by Muriel Kosaka</title>
		<link>http://www.n4f.es/blog/de/cleaning-preprocessing-text-data-for-sentiment/</link>
		<comments>http://www.n4f.es/blog/de/cleaning-preprocessing-text-data-for-sentiment/#comments</comments>
		<pubDate>Wed, 07 Aug 2024 07:46:49 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=23933</guid>
		<description><![CDATA[7 Ways To Use Semantic SEO For Higher Rankings The bag-of-words model is simple to understand and implement and has seen great success in problems such as language modeling and document classification. In my testing, longer prompts can result in ChatGPT losing the request and, instead, offering a summary or analysis. Natural Language Processing (NLP) [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>7 Ways To Use Semantic SEO For Higher Rankings</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px" alt="semantic analysis example"/></p>
<p>
<p>The bag-of-words model is simple to understand and implement and has seen great success in problems such as language modeling and document classification. In my testing, longer prompts can result in ChatGPT losing the request and, instead, offering a summary or analysis. Natural Language Processing (NLP) is a field at the intersection of computer science, artificial intelligence, and linguistics. The goal is for computers to process or “understand” natural language in order to perform various human like tasks like language translation or answering questions.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>What Is Semantic Analysis? Definition, Examples, and Applications in 2022 &#8211; Spiceworks News and Insights</h3>
<p>What Is Semantic Analysis? Definition, Examples, and Applications in 2022.</p>
<p>Posted: Thu, 16 Jun 2022 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMilgFBVV95cUxOWHc1RDBZYTAzOXg3QXZMY0tRdldCa2lzejVFUnhwLUhXaEJLbmVSaS00ZWlSUm1sMENXdTFneURqWXE5dmZFeENHZVduZWhJUlZTY00zd1BkU0swVHB1YVJONmNqSW8tVW5OdXpLaTZ1bURCVW9LMmc2WFdPcGd5cDI4aUJoRHNWLUR2eUZNdklMTGdVVlE?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>The empirical findings indicate that SBS ERK models produce the most accurate forecasts for Climate Overall, Personal, and Economic Climate, while adding sentiment leads to the best forecasting of Future Climate. Consumer confidence&nbsp;climate is a monthly economic indicator that measures the degree of optimism perceived by consumers regarding the overall state of the economy and their financial situation, evaluated through their saving and spending habits. Its value is high when consumers spend more and save less and low when consumers save more and spend less. F.B.B. conducted the analysis, prepared the figures, and drafted the manuscript. S.D.M. supervised F.B.B. during the analysis and conceived the experiments. Edited the manuscript draft and prepared the final manuscript for publication.</p>
</p>
<p>
<h2>Danmaku domain lexicon construction based on MIBE neologism recognition algorithm</h2>
</p>
<p>
<p>Sentiment analysis software may also detect emotional descriptors, such as generous, irritating, attractive, annoyed, charming, creative, innovative, confusing, lovely, rewarding, broken, thorough, wonderful, atrocious, clumsy and dangerous. These are just a few examples in a list of words and terms that can run into the thousands. The social-media-friendly <a href="https://chat.openai.com/">ChatGPT</a> tools integrate with Facebook and Twitter; but some, such as Aylien, MeaningCloud and the multilingual Rosette Text Analytics, feature APIs that enable companies to pull data from a wide range of sources. Sentiment analysis tools generate insights into how companies can enhance the customer experience and improve customer service.</p>
</p>
<p>
<ul>
<li>The TorchText basic_english tokenizer works reasonably well for most simple NLP scenarios.</li>
<li>The semantic analysis method begins with a language-independent step of analyzing the set of words in the text to understand their meanings.</li>
<li>The aim of this paper is to increase the flexibility of the systems employed by deliberately reducing the amount of input data.</li>
<li>The product of the TF and IDF scores of a word is called the TFIDF weight of that word.</li>
</ul>
<p>
<p>Learn the latest news and best practices about data science, big data analytics, artificial intelligence, data security, and more. This website is using a security service to protect itself from online attacks. There are several actions that could trigger this block including submitting a certain word or phrase, a SQL command or malformed data.</p>
</p>
<p>
<p>TruncatedSVD will return it to as a numpy array of shape (num_documents, num_components), so we’ll turn it into a Pandas dataframe for ease of manipulation. Where there would be originally r number of u vectors; 5 singular values and n number of ????-transpose vectors. The extra dimension that wasn’t available to us in our original matrix, the r dimension, is the amount of latent concepts. Generally we’re trying to represent our matrix as other matrices that have one of their axes being this set of components. You will also note that, based on dimensions, the multiplication of the 3 matrices (when V is transposed) will lead us back to the shape of our original matrix, the r dimension effectively disappearing.</p>
</p>
<p>
<p>In the initial testing, each formula was executed in tandem, and the equations would be used to compare the effect of variation in the parameters. For purposes of consistency, and to distinguish from previous terminology, new symbols will be used for the components necessary for these comparisons. The symbol \(\alpha\) designates the initial search <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> or seed term, the basis of all comparisons for these formulas. The symbol \(\tau\) will refer to a token contained within a processed tweet, where \(\tau _i\) indicates one of many such tokens in any given tweet. In these works, the authors aim to analyze and correlate social media data, specifically Twitter, to accommodate multiple uses.</p>
</p>
<p>
<h2>Explore content</h2>
</p>
<p>
<p>I remove recommendations of perfumes that are similar to the negative sentences. Sebastian Raschka gives a very concise explanation of how the logistic regression equates to a very simple, one-layer neural network in his blog post. The input features and their weights are fed into an activation function (a sigmoid for binary classification, or a softmax for multi-class). The output of the classifier is just the index of the sigmoid/softmax vector with the highest value as the class label. The above example makes it clear why this is such a challenging dataset on which to make sentiment predictions.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="semantic analysis example"/></p>
<p>
<p>To address these problems, Berners-Lee&#8217;s company, Inrupt, is working with various communities, hospitals and governments to roll out secured data pods built on the Solid Open Source protocol that allows consumers to share access to their data. Learning platforms, job websites and HR teams may all use different terms to describe job skills. Increasingly, enterprises use Semantic Web technologies to translate different ways of describing skills into a standard taxonomy. This can help teams broaden their applicant search and improve the training programs they develop for employees. Sharing product details across the supply chain using GS1 Web Vocabulary. This allows manufacturers and wholesalers to automatically transmit information about foods, beverages and other consumer products in a computer-accessible manner.</p>
</p>
<p>
<p>Which sentiment analysis software is best for any particular organization depends on how the company will use it. Another business might be interested in combining this sentiment data to guide future product development, and would choose a different sentiment analysis tool. By mining the comments that customers post about the brand, the sentiment analytics tool can surface social media sentiments for natural language processing, yielding insights. This activity can result in more focused, empathetic responses to customers. The NLP machine learning model generates an algorithm that performs sentiment analysis of the text from the customer&#8217;s email or chat session.</p>
</p>
<p>
<p>Spikes in hope, both positives and negatives, are present after important battles, but also some non-military events, such as Eurovision and football games. This is an interesting insight because it shows how morale is not only formed by the objective results of the war, but also by emotional events. A steady decline in the number of submissions is observed, whilst the average number of upvotes for the posts does not increase or decrease. This shows a relative loss of interest, due to the stagnation of the news.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="semantic analysis example"/></p>
<p>
<p>As with the previous tests, the Dot Product formula indicated the best performance for scoring a tweet. Changes in vector dimensionality yielded minimal performance changes, as indicated in Table&nbsp;5. All formulas performed best  with a dimensionality of 150, though the change from the default 100, showed little appreciable difference in the results. Designed and implemented the algorithms, and prepared for the manuscript. Is responsible for devising the research plan, and revising the manuscript. “Preliminaries” defines the task of SLSA and introduces the GML framework.</p>
</p>
<p>
<p>The backbone of a transformer is an encoder consisting of multiple multi-head self-attention layers. Each layer has the same network structure but different parameter weights. It has been well recognized that in a transformer, besides the last hidden layer, other layers also contain sentimental information34.</p>
</p>
<p>
<p>Table 2 shows that the average number of semantic roles per sentence (ANPS) of CT is approximately the same as that of ES. However, CT’s average number of semantic roles per verb (ANPV) and average role length (ARL) are significantly lower than those of ES. This suggests that argument structures in CT normally contain semantic roles that are fewer and shorter than those in ES. In terms of syntactic subsumption, it seems that CT have an inclination for simplification in argument structure. Moreover, the average number of argument structures in Chinese sentences should be bigger than that in English sentences since they have a similar average number of semantic roles in a sentence. The distinctive aspect of our textual entailment analysis is that we take a given sentence as H and create its T by changing the predicate in the sentence into its root hypernym.</p>
</p>
<p>
<h2>Unlocking Deeper Insights: Expert Advice on Azure Monitoring</h2>
</p>
<p>
<p>Use the data from social sentiment analytics to understand the emotional tone and preferences of your audience. Teams can craft messages that resonate more deeply, improving engagement and loyalty. Also, tailor your content to address the sentiments and topics that matter most to your audience, making your messaging more relevant and impactful. You can foun additiona information about <a href="https://deskrush.com/how-artificial-intelligence-is-helping-todays-small-businesses/">ai customer service</a> and artificial intelligence and NLP. The length of the vocabulary list is equal to the length of the vector that will be output when we apply Bag of Words (BOW).</p>
</p>
<p>
<p>Gradual knowledge conveyance is supposed to be enabled by binary factors. In the example, given the evidential observations and the binary similarity factors, the labels of \(t_3\), \(t_1\) and \(t_2\) can be subsequently reasoned to be negative. Sentence-level sentiment analysis (SLSA) aims to analyze the opinions and emotions expressed in a sentence1 . Unlike aspect-level sentiment analysis (ALSA)2, which reasons about the local sentiment polarity expressed towards a specific aspect, SLSA needs to detect the general sentiment orientation of an entire sentence. In practice, SLSA is highly valuable in the scenarios where comments are represented by concise and isolated sentences with arbitrary topics, requiring a holistic analysis of sentiment at the sentence level. In another application, social media platforms (e.g., Twitter and Facebook) usually analyze people’s comments and posts by SLSA to gain insights into public opinion and social trends.</p>
</p>
<p>
<p>Insights from social sentiment analytics can help you improve your brand recall and resonate better with your target audience. They also help you manage brand reputation and spot shifts in market sentiment so you can address them proactively. By analyzing the sentiment behind user interactions, you can fine-tune  your messaging strategy to better align with your audience’s values and preferences.</p>
</p>
<p>
<p>We then assessed each tool’s cost and ease of use, followed by customization, integrations, and customer support. SAP HANA has recently introduced streamlining access administration for its alerts and metrics API feature. Through this development, users can retrieve administration information, which includes alerts for prolonged statements or metrics for tracking memory utilization. Additionally, SAP HANA has upgraded its capabilities for storing, processing, and analyzing data through built-in tools like graphs, spatial functions, documents, machine learning, and predictive analytics features. An example for semantic analysis would be a company looking to analyze customer reviews and product descriptions.</p>
</p>
<p>
<p>For example, annotators tended to categorize the phrase “nerdy folks” as somewhat negative, since the word “nerdy” has a somewhat negative connotation in terms of our society’s current perception of nerds. However, from a purely linguistic perspective, this sample could just as well be classified as neutral. Last time we used only single word features in our model, which we call 1-grams or unigrams. We can potentially add more predictive power to our model by adding two or three word sequences (bigrams or trigrams) as well. When the organization determines how to detect positive and negative sentiment in customer expressions, it can improve its interactions with the customer. By exploring historical data on customer interaction and experience, the company can predict future customer actions and behaviors, and work toward making those actions and behaviors positive.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="302px" alt="semantic analysis example"/></p>
<p>
<p>Details for dimensionality reduction and training can be found in Ref.27. We have also evaluated the performance sensitivity of GML w.r.t the number of extracted semantic relations and the number of extracted KNN relations respectively. It can be observed that the performance of GML is very robust w.r.t both parameters. These <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">semantic analysis example</a> experimental results bode well for its applicability of GML in real scenarios. This step gradually labels the instances with increasing hardness in a workload. GML fulfills gradual learning by iterative factor inference over a factor graph consisting of the labeled and unlabeled instances and their common features.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="304px" alt="semantic analysis example"/></p>
<p>
<p>Although existing researches have achieved certain results, they fail to completely solve the problems of low accuracy of danmaku text disambiguation, poor consistency of sentiment labeling, and insufficient semantic feature extraction18. To alleviate the limitation resulting from distribution misalignment between training and target data, this paper proposes a supervised approach for SLSA based on the recently proposed non-i.i.d paradigm of Gradual Machine Learning. In general, GML begins with some easy instances, and then gradually labels more challenging instances by knowledge conveyance between labeled and unlabeled instances. Technically, GML fulfills gradual knowledge conveyance by iterative factor inference in a factor graph.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.n4f.es/blog/de/cleaning-preprocessing-text-data-for-sentiment/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Exclusive: How Shake Shack Used Reddit and AI to Drive Sales</title>
		<link>http://www.n4f.es/blog/de/exclusive-how-shake-shack-used-reddit-and-ai-to/</link>
		<comments>http://www.n4f.es/blog/de/exclusive-how-shake-shack-used-reddit-and-ai-to/#comments</comments>
		<pubDate>Thu, 06 Jun 2024 11:26:37 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=23931</guid>
		<description><![CDATA[Hacker tricks chatbot into selling him a car for $1 According to IBM, a chatbot is a computer program that uses artificial intelligence (AI) and natural language processing (NLP) to understand customer questions and automate responses, simulating human conversation. HubSpot offers a suite of AI-powered marketing tools that include email marketing, social media management, and [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Hacker tricks chatbot into selling him a car for $1</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="ai sales bot"/></p>
<p>
<p>According to IBM, a chatbot is a computer program that uses artificial intelligence (AI) and natural language processing (NLP) to understand customer questions and automate responses, simulating human conversation. HubSpot offers a suite of AI-powered marketing tools that include email marketing, social media management, and customer relationship management (CRM). Its AI features help in content creation, lead scoring, and personalized customer interactions. For marketers looking to engage in chatbot marketing, there are a host of avenues.</p>
</p>
<p>
<ul>
<li>I may have,” says Michael Schlosser, senior vice president for care transformation and innovation at US hospital giant HCA Healthcare.</li>
<li>This prejudice is going to be an increasingly relevant topic, not only because of its ethical considerations but because of practical ones.</li>
<li>And our newest community, VKTR, is home for AI practitioners and forward thinking leaders focused on the business of enterprise AI.</li>
<li>Generative artificial intelligence is transforming how businesses approach customer service.</li>
<li>Plus, businesses can access a fantastic recommendation engine and intelligent notifications for team members.</li>
</ul>
<p>
<p>HubSpot, a cloud-based customer relationship management (CRM) platform, has added ChatSpot to its suite of offerings—but you don’t have to be a HubSpot user to access it. The 11x.ai digital workers are currently trained on 25 languages, including Swedish, Italian, German, and Hebrew. Sukkar previously told TechCrunch that he was working on a bot named James <a href="https://www.metadialog.com/blog/sales-chatbots/">ai sales bot</a> and one named&nbsp;Bob trained to do talent acquisition and human resources tasks, but Sukkar said the company decided to release Jordan, the phone representative, first. If your business uses Salesforce, you’ll want to check out Salesforce Einstein. With it, the bot can find information about leads and customers without ever leaving the comfort of the CRM.</p>
</p>
<p>
<p>This capability is invaluable for marketing and sales teams that need to ensure that all chatbot communications are created with an accurate brand identity. The Jasper generative AI chatbot can be trained on your brand voice to interact with your customers in a personalized manner. Jasper partners with OpenAI and uses GPT-3.5 and GPT-4 language models and their proprietary AI engine. To assist with this, it offers a FAQ bot to lessen the load of simple, repetitive customer queries.</p>
</p>
<p>
<h2>How do AI chatbots work?</h2>
</p>
<p>
<p>This integration allows customers to engage with businesses through voice and visual recognition, creating more engaging and human-like interactions. Future advancements in NLP will make chatbots more sophisticated in understanding and processing human language, leading to more natural conversational interactions. These improvements will make chatbots nearly indistinguishable from human customer service agents in terms of communication quality.</p>
</p>
<p>
<p>For instance, these chatbots can inspire new content creation ideas, generate content quickly, and maintain organized contact lists through&nbsp;guided prompts. AI chatbots can be trained on your API endpoints, transforming the traditional platform UI into an engaging, ChatGPT-like interface. By creating an authentication process and allowing prompts to connect to your APIs, you can leverage AI models to create personalized and rich product experiences. AI chatbots can access and provide information from a company’s database to its employees, improving internal efficiency and knowledge sharing. These chatbots can retrieve data, answer queries, and perform data-driven tasks such as onboarding and HR filing.</p>
</p>
<p>
<h2>What is an AI CRM? The Basics</h2>
</p>
<p>
<p>Salesforce previously enabled actions in conversational bots powered by large language models (LLMs) when it introduced Actions inside its Einstein Copilot in April this year. The company told TechCrunch last year that they’re developing AI bots for talent acquisition and human resources. Now that 11x.ai has more capital, it may focus on expanding its suite of digital employees beyond just sales representatives. 11x.ai, a startup that develops AI-powered sales development bots, has secured roughly $50 million in Series B funding, TechCrunch has learned. The new round was led by Andreessen Horowitz, valuing the company at around $350 million, multiple sources told TechCrunch.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="306px" alt="ai sales bot"/></p>
<p>
<p>We’ve seen this before – the media promoting a new tech trend without listening to actual people or common sense. You can foun additiona information about <a href="https://trans4mind.com/counterpoint/index-internet/how-to-use-ai-to-deliver-better-customer-service.html">ai customer service</a> and artificial intelligence and NLP. The media rolled out the red carpet for the wonder boys who came up with swiping for dates. Nobody really asked what could go wrong, even though there was evidence of problems early on. Under the hood, Karkhanis said, the most important resource at Salesforce is the company&#8217;s Data Cloud software, which allows for a more sophisticated use of what&#8217;s called retrieval-augmented generation (RAG). Pricing has not yet been revealed for the two products but will be announced &#8220;soon,&#8221; said Karkhanis.</p>
</p>
<p>
<p>Freshchat provides features like customizable chat widgets, agent collaboration, customer context, and analytics to track chat performance and customer satisfaction. What distinguishes Freshchat is that it enables sales and marketing—and even support teams—to not only reach customers but to scale those interactions so that the expertise of each live company staffer can be used to converse with many customers. The best generative AI chatbots represent a major step forward in conversational AI, using large language models (LLMs) to create human-quality text, translate languages, and provide informative answers to user questions.</p>
</p>
<p>
<div style='border: black dashed 1px;padding: 11px;'>
<h3>Fekomi Global Enhances Service with AI-Powered Customer Care, Sales Bot &#8211; THISDAY Newspapers</h3>
<p>Fekomi Global Enhances Service with AI-Powered Customer Care, Sales Bot.</p>
<p>Posted: Tue, 22 Oct 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMivAFBVV95cUxNWHd1QklEY2QzdXhBSFlzZnphYVZTdkttX3NWMmtWOERsSWROYlhZclYtUm82N21KRDR2N2RwaERmLUplWHBUdzIyb25hVVVCZTA5ZWtZVTFrUFcxaUdFTW5WWUxyZC1ESlFESW1NTC1Za3N6WC1fWXdvbTB6MzRCb2ttUVh4UmtTVi1vaXJXbGZMRW5nUmN2NHlsT19ucHVFd2tvTHh2TTJodDktLVAwZkNiRW1faEYzWFp0ZQ?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>With AI in Freshsales, you can create comprehensive, personalized sales and marketing strategies, deliver proactive customer service, and improve your business insights. There are even predictive analytical tools and sales forecasting features to address various needs. They guide shoppers through product catalogs, upsell based on customer preferences and past purchases, and cross-sell complementary products. Beyond the purchase stage, chatbots ensure a good post-purchase experience by gathering feedback, informing customers about delivery delays, providing order  status updates, handling replacement requests, and processing refunds.</p>
</p>
<p>
<h2>What is Auto-GPT and What Is the Difference Between ChatGPT vs Auto-GPT?</h2>
</p>
<p>
<p>OpenAI and others have signed agreements with license holders around the world to continue to use their content in training the underlying models. Microsoft’s Bing AI incorporated OpenAI’s GPT-4 technology to improve search results, which resulted in a surge in usage for the search engine. It’s a reasonable assumption that the company is using the bot as an agent of the company and that it is programmed in such a way that has been authorized by the company.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="301px" alt="ai sales bot"/></p>
<p>
<p>AI chatbots can boost customer support by providing 24/7 support, answering common questions, and personalizing interaction based on customer preferences. (For instance, multilingual AI chatbots can communicate in multiple languages, enabling businesses to assist customers from different regions). Context understanding is a chatbot’s ability to comprehend and retain context during conversations—this enables a more seamless and human-like conversation flow.</p>
</p>
<p>
<h2>Instant Answers with GPT &#8211; Ask Now!</h2>
</p>
<p>
<p>The platform is a web-based environment allowing users to experiment with different OpenAI models, including GPT-4, GPT-3.5 Turbo, and others. OpenAI Playground is suitable for advanced users looking for a customizable generative AI chatbot model that they can fine-tune to suit their business needs. This advanced platform enables a vast level of choices and approaches in an AI chatbot. Drift’s AI is trained on more than 100 million B2B sales and marketing conversations, enabling it to understand and respond to B2B customer inquiries in the conversational manner that’s expected in this market sector—including multi-language support.</p>
</p>
<p>
<p>As AI technology continues to evolve, its role in marketing will only become more significant, making it essential for businesses of all sizes to embrace AI-driven marketing solutions. AI marketing tools are revolutionizing the way businesses approach marketing, offering unprecedented levels of efficiency, personalization, and insight. Google, for example, has released a chatbot powered by Gemini that helps advertisers create ad copy and creative through a chat-based interface. Though Microsoft was first to release a chatbot search experience, it has not made a big dent in Google’s market share, which holds at 91.6% compared with Bing’s 3.3% market share, according to February 2024 data from StatCounter.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wCEABALDA4MChAODQ4SERATGCgaGBYWGDEjJR0oOjM9PDkzODdASFxOQERXRTc4UG1RV19iZ2hnPk1xeXBkeFxlZ2MBERISGBUYLxoaL2NCOEJjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY2NjY//AABEIAWgB4AMBIgACEQEDEQH/xAAbAAEAAgMBAQAAAAAAAAAAAAAAAQYDBAUCB//EAE8QAAEDAgIFCAYFCAcGBwAAAAABAgMEEQUSBhMhMVQHF0FRg5LC0hQiYXGRsRaBocHRMjQ1RVJyc5MVI0JiouLwJDM2U7LhJUNEY3SChP/EABgBAQEBAQEAAAAAAAAAAAAAAAABAgME/8QAHhEBAQEBAAEFAQAAAAAAAAAAAAERAiEDEjEyUUH/2gAMAwEAAhEDEQA/APn4AAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAB1cEwCqxzX+iyQs1OXNrVVL3va1kXqA5QLT9AcV4ij77vKPoDivEUffd5S5RVgWn6A4rxFH33eUfQHFeIo++7yjKKsC1fQHFeIo++7yj6A4rxFH33eUZRVQWldAsVRLpPRr7Ee7ynhmguLudZXUzE61kX7kGUVkFidobiDZtVr6XMjsrvWdZt9yr6vSbH0BxXiKPvu8o9tFVBavoDivEUffd5R9AcV4ij77vKMoqoLV9AcV4ij77vKPoDivEUffd5RlFVBavoDivEUffd5T0nJ9iypf0ii77/KMFTBbebzFuIou+/wAo5vMW4ii77/KTBUgW3m8xbiKLvv8AKOb3FuIou+/yjBUgW3m9xbiKLvv8o5vcW4ii77/KBUgW3m9xbiKLvv8AKOb3FuIou+/ygVIFt5vcW4ii77/KObzFuIou+/ygVIFt5vMW4ii77/KObzFuIou+/wAowVIFt5vMW4ii77/KObzFuIou+/yjBUgW3m8xbiKLvv8AKObzFuIou+/ygVIFt5vMW4ii77/KObzFuIou+/ygVIFt5vMW4ii77/KObzFuIou+/wAoFSBbebzF+Iou+/yjm8xfiKLvv8oFSBbebzF+Iou+/wAo5vMW4ii77/KBUgW3m8xbiKLvv8o5vMW4ii77/KBUgW3m8xbiKLvv8o5vMW4ii77/ACgVIHXx7R2rwDUelyQP1+bLqnKtstr3uidaHIAAAAAAAAAAAAAAAAAF45Nt2Jdl4yjl45Nt2Jdl4yz5F3ABsY9fHrtVmXOm9Eauz6z3mai2VyXte1zXWkRap0+f8pERUtt3W2L0HmTD2PWT11s9Nt0zLutvXaayK2dYzZ67du7bvGsZZPXbt3bd5puwyN6OzuurkX+wlkuqLsTo3Hp+GxPz3tZ17JlTZdUXZ8Bk/RtZ27PWb627bvGdmz127VtvNRcNjWRHo5URHKuW2zat7HpuHsZkyORMqWW7EW+29/YvtGT9Gxljej0s1yO2P9vvISaLOjEe26pdNu/oNeKgjip5Yc6qkjcir02t/wByVw9jrq5yZstkVGIltt7p8B4Gwssbd8jU25d/T1Bk0cjVcx6KiKqL0W6DV/o5use9ZbuVzV2tRbKiqv3kJhjbqus23VU9VP2s23r2oM5/UbiSMc/Ij2q617IvR1nqxrU9E2nkR7XXXLlW7U61XZ1b/kbRLn8CxnTYiIYmJd3uMpmgACACbCwEAkARYmwAAAAAAAAsSBAJAEE2AAAAAAAAAAAEgQAAKHyobsL7XwFCL7yobsL7XwFCMgAAAAAAAAAAAAAAAAXjk23Yl2XjKOXjk13Yl2XjLPkXcAmxsQCQBhdG9z3Ki5d1nX3fUNU79rKi9CKqmYF0YFhkW/r7VRdy7lsSsTszlRy26Nv2GYDRh1Tsips/KzWuvwJjY5H7VXKm3f0/hYygaMKRORb5kW9ld8bmYAgAGSNt9qgemNsh6sAZAAAAAAAsSBAJAEEgAAAAAAAAAAAAAAEkAAAAAAJAgEgChcqG7C+18BQi+8qG7C+18BQjIAAAAAAAAAAAAAAAAF65M25m4nb/ANrxlFL5yYbsT7Lxlgui7N4Myoi7zysfUaGMEq1U3oQUACQIBIAgkAAD0kar7DI1iJ7yDwxl9rt3UZCbAggEgCLEgAAAAAAAAAAAAAAAAAAAAAJAgEgCAABJAAAE2FgIBIAoXKhuwvtfAUIv3KjuwvtfAUEyAAAAAAAAAAAAAAAABfeTDdinZeMoRfeTDdinZeMsF7ABQIVEXeiEgDzq2katOtTJYDRj1SdajVJ7TIAPOrb1EoiJuJAAAAAAAAAAEkAAABJAAAAAACQIBIAgkgASCAABNgBAJAEWJAAAAAAAAFgBQuVDdhfa+AoRfuVHdhfa+AoJkAAAAAAAAAAAAAAAAC+8l+7FOy8ZQi9cmMzGS4hEqrnk1at2dWe/zLBf7AGOKdkr5GsVbxuyuuiptKMgIcqNarl3Il1PEMrJ4WSx3Vj0ul0sBkBjmmZDk1iqmd6MbZFXapkAAxpMxahYEVdYjUeqWW1veZAAJIAAAAAAAAAAEgQASBBIIAkEAACbACASAFgAAAAAAAALAAASBFgSAAAAAAChcqO7C+18BQS/cqO7C+18BQTIAAAAAAAAAAAAAAAAF95L92Kdl4yhF65MWPWXEHpIrWt1d2W2Ovnt8CwX8EmKKN7HyK+Vz0c67UVE9ROooyAhyKrVRFsqpsXqPMLHRwsY+RZHNSyvVLK72gZCDHNG+TJkldHlcjlsiLmTqMgAGNI3pULJrVVitREjslkXrMgAEkAASANKsxWioZUiqZ9W9UzImVV2fUhr/SLCuK/wO/A4GmX6Vj/gp81OnTaLUEtLDI5Z8z2Nctndae4g6NNjWH1U7YYKjPI/cmVyX+wyVuKUVBI1lVNq3OS6JlVbp9SGrR6O0VFVR1ESzZ2bszrput1HE00/P6f+F94FuikZLG2SNyOY5Ltcm5UMNZXU1BG2Sqk1bXLlRbKu36iqaNYz6HKlJUO/2eRfVcv9hfwOlpn+jYP43hUDt0lXBWw66mfnjva9lTb9Z6mnip4lknkZGxN7nLZDkaJqjcDzOWyJI5VUrtRPVaRYq2Ni2a5VSNq7mN61As7tJcKa63pDl9qRut8jdo8QpK5FWlnZIqb2ou1Pq3nKi0SoWxWlkme+21yORPghhpdFnUuKMmZVO1DPWRU2Pv1dVgLKa1biFLQIxaqZI890bsVb29xslIxiV+NaQtpYXeq12qYvQn7S/P4FFwo62nrollpZUkYi5VVEVLL9ZnKZoxVOocWkopvVSVVYqdT03fenwLhLI2GJ8r1sxjVcq+xAPNRUQ0sWsqJWRM63LY5q6TYUjrekOX2pG63yKvmq9I8Wy5rXuqIu6Nn+viWGPRKgSPK+Sdzv2syJ9liDrUldTVrVdSzskRN6Iu1Peh5rcQpaBGLVS6tH3RuxVvb3HHw7Rl9FiqVCVS6lm1uXY53sX2fMxab/AO5o/wB5/wAkA6f0iwni07jvwPTNIMLe9rG1SK5yoiJkdv8AgcbBNHqKvwqGpmWbWPV18rrJscqdXsOjHorh8UjJEWe7VRyXf1fUB2wAUAABBIBAAAAAAAABQuVHdhfa+AoJfuVHdhfa+AoJAAAAAAAAAAAAAAAAAL1yYzNbLiES5s0mrVLJs2Z+n6yil95L92Kdl4ywXwxxTNlfI1ua8bsrrtVNvs6zKCjy5Ua1XLuRL7DzDK2aFkrL5XpdMyWX4GQAYppmQ5M+b13oxMrVXaplIAHhJmLULB62dGo78nZb3nsAACbACASAKXpl+lY/4KfNSYdGcQlgjkbVRo17UciZ3bEVPcetL4ZZMUjVkT3pqUS7WqvSp4ix/GIomRtpW5WNRqXhduT6yDs4Bg9Xhs8z6mZkjXtRERrlW232nJ00/P6f+F95s4djuK1GIQQz07WxvfZypE5LJ77mHTGGSSup1jje9Ei/stVekDxiOC63B6WvpW+ukDdaxP7SW/K95zajFJKrCIqOa7nQyIrH9bbKllLxhSK3CqRHIqKkLUVF9xV9IsDdSzek0kbnQSLtY1L5F/ADo6PMdJovOxn5TtYie+xyNEZWMxlEeqIskbmt9+xfuLBomx0eDoj2uausdscllOVjej1RDUuq8Pa5zFXMrGflMX2AW4q9djldBpCtHG9iQ61jbKzbZbX2/WaLNJMWhbqnsY5ybLyRLm+48UVDiWKYqytlhc3+sa98j25E2W3dexALVjld/R+FyytX+sVMkf7y/hv+oqejlbRUFTJUVj3I/Lljs1V371+Rt6WS1FXiDKaGKR0cKdDVsrl/0n2nXptGcOZTxtngzyo1M7s7kuvT0gVjHKqmqMU9LoHuu6zlVWqlnJ0/Yha5qj+ktGppok9aSB10TodbahrYlo3RegTLRwK2drczPWVb26NqmpohPNE+Wjmikax/rsVzVRL9KfD5AauhsrGYlKxypmki9X22W5cym4vo/VUVUtVhzXvizZkSP8qNfZ7DwzSbF426t0bHPTZd0S5gN92N1qaSego9mo16MtkS9veRpt/uaP8Aef8AJDSwnD8SrcYjr54XNakiSPe9uW/uQ6GmcUkkNJq43vs598rVXqA5eHYBXV1EypgqI2RvvZqucipZVToT2HVwjAK6hxKKomqY3xszXajnKq3RU6U9pyqHGMVoKRlNBTIsbL2zQuVdq3+82G6R4yrkvSst/Bd+JBcQAUAAAAJsBAJAEE2AAAACg8qW7C+18BQS/cqW7C+18BQSAAAAAAAAAAAAAAAAAXrkxjc6XEHpI5rW6tFYm518+/3FFL1yYyo2XEIlR136tUVE2JbPvXo3lgv5jijcx8iulc9HuuiO/s+xDKY4pmyvka1r0WN2VczbX93WUenIqtVEVUum9Og8wxujhYx0jpHNSyvdvU9uXK1VW+xL7DzDKk0LJWo5Eel0RyWVPqAiaJ0mTLK6PK9HLl/tJ1L7DIY5pmw5MzXrncjEytvZV6/YZAMaRuSoWTWuVqtRur6EXrMhjSZq1Cw5X5kajr5dnx6zIAAFgAAAAkAQSAAAAAAAAAQAAAAAAAAACQIuNpIAgmwAAAAAAAAAAAAAABQeVLdhfa+AoJfuVLdhfa+AoJAAAAAAAAAAAAAAAAAL9yXbsU7LxlBL1yYxq6XEJEkeiM1aKxNzr59/uLB9AAMcUSxvkcsr353ZkRy7G+xPYUZAQ5LtVLql0tdOg8wxrFCyNXukVqWzP3r7wPYsY5ollyWlfHlcjlyr+V7F9hlAgHhI1SoWXWPVFajcl/VT2+8yAAAAK7imlUVNI6GjjSdzdivVbNRfZ1m9pJUvpcFmdGtnvsxF6rrt+y5wtEcMhqny1dQxHticjWNXdm33X7CDw3S3EEVHPhgVi/3XJ9tzvYNjsGK3jyLFO1LqxVuip1op1HMY9iscxrmKllaqXQ1aWhpMMimfTQpGi3e7pX3e72Aa2MY5T4XZioss6pdI2ra3vXoOA7S3EHOVY4IEanRlctvruaeFwLjWNp6QqqkirJJt6Or5IX6KKOGNI4mNYxEsjWpZAK5hulsc8jY62JIb7Ekat2/WnQWRzssbnJtsl0KrpfhkMUbK6BiMVzskiNSyL1L9h0NGap9TgKteqq6FVjuvVa6fMDRw7S181UxlbFFHE/Znbf1V9t+gtJ8up4Jai7YWK9WsV6onUm8tWi2NaxG0FU/1k/3L16U/Z/AD0/SOpbjnoKQxav0lIc229s1r7z3jmPVuF1ywtghdG5qOY5yLdevp6zhy/wDF3/7m/wDWhY9LKH0rC9exP6ynXN/9en7l+oDq0lQyrpIqiP8AJkajk9nsPGJVjaCgmqXIi5G+qi9LuhPicLQyuzQy0L12sXWM9y70+PzMOmddmlioWLsZ/WSe/oT5/FAN7BcarMSbUySQxMihZe7b7XdCbzlpphWr/wCmg/xfid7C6H0DANU5LSOjc+T3qn3bE+oqWjtdBh2I6+pVyM1at9VL7VsB0PpfXcLD8HfiWHA8QlxLD1qJmNY/OrbNvbYav0rwv9qb+WdaGZlRTMmjvkkajm3S2xQKi3TGtciL6PBt/e/E9N0xqmuTWUsKp1Iqp+Jo6Jfpyn/cd/0qXeuhp5aOVtU1qw5VVyu6E6/YBp4fjcGI0c0sKKyWJiudE7emz7UOD9MK235tB8HfiauibnpjsWW9lY5He6342LxUfm0v7jvkBUPphW8NB/i/E6GCaQ1OJYilPLDExqsV123vsORod+mk/hO+4vQAAAAAAAAAAAASAKDypbsL7XwFAL/ypbsL7XwFAIAAAAAAAAAAAAAAAABeuTCVGy4hFkeqv1a5kTYls+9ejeUUv3JduxTsvGWC+mKKZJHyNRj26t2W7m2RfanWhlBRDlytVbKtkvZDxDIk0LJEa5qOS+V6WVPehkAGKaZIsl2PdnejfUbe1+lfYZQCDGkqLULDkfdGo7Nl9X3X6zIAAAAHM0jpX1eDTMjS72WeiJ02Xb9lzgaJYpDSPlpah6MZKqOY9d2bdZfsLkV/FNFoauV01JIlO921zVS7VX7gO8+WNkayPka1ibcyrZPialJiFHikczKeXNluxyWstuv3FZbofXKqI6op0b7Fcv2WO/g+BU+FIr0css7kssipaydSJ0AVPDZ1wTG/9oaqJGqxye7r+Sl9hminiSWGRkjF2o5q3Q5+L4HTYomdyrFOiWSRqX+KdJwHaH1qOVGVFOretVcl/qsBl0uxSGdjKKnekmV2eRzdqJ1J9p0tGqR9LgSukRUdNeSy9VrJ9iXMGG6Jw08iS1sqTq3akbUs36+ssL25mOanSlgKNof+mmfwnGfSbBlopfTqRFSFzruRv/lu609h0sD0dnwyvbUSTxvajFbZqLfaWCSNksbo5Go5jks5q7lQD5zRSvnxullkXM99TG5y9a5kPo7mo5qtcl2qllTrQrEWikkGJxTxVDNTHM2RGuRc1kVFsWgD58mfANIOlWwv7zF/7L8TNhMT8Z0hWeVLtR+uf7kXYnyQsGP4CuKzRTQyMjka3K5XJvTo+8zYDg/9EwSo97XyyOu5zU6E3J8wOhVfms37jvkUPRqjp67EtTVMzx6pXWuqbdnUX6VmshexFsrmqn2FRTQ2qt+dw/BQO39HMH4ZP5jvxOlFFHBTtiiS0bG5Wpe9kQqX0OquLh+CndwLC5MKpJYZJGSK9+ZFbfqRPuAo2FwVVTVRxUblZOqLlVHZejbtNrF6TFKNsba+WR7H/k3lV7bp9538F0bnw3EIqmSoie1jVRUai32pY7eI0UWIUclNLucmx37K9CgcnROhpYqJKyKTWzSplcqpbJ1tt/q+w7dR+bS/uO+RxcCwWtwmocrqmKSCRPXYl9/QqHclbniexNiuaqAUfQ79NJ/Cd9xeivYHo7PhdelRJPG9qMVtmot9pYgIBIAgAkAAAAAAAACg8qW7C+18BQC/8qW7C+18BQCAAAAAAAAAAAAAAAAAXrkwiR0uIS53orNWmVF2LfPvTp3FFL1yYSObLiDEjc5rtWqvTc22ff7ywfQTHFCkb5HI97tY7NZzro3ZuTqQyGOKRz3yI6JzEY6yKtvXTrQo9uTM1UuqXS10PMMaQwsjRznI1LZnrdV96npyqjVVEVVRNydJ5he6SFj3xujc5Lqx29AImhSbJd725Ho71HWvboX2GQxzSOjyZYnSZno1ctvVTrX2GUDEkKJULNnfdWo3Lm9X326zIeEkctQ6LVORiNR2s6FXqMgCwAIAAAAAAAAAAAAAAAAAAAAAACQBBIAAAAAAAAAAAAAAQAAUAABQeVPdhfa+AoBf+VP9V9r4CgEAAAAAAAAAAAAAAAAAv3JbuxTsvGUEvfJhCx8uITORc8erRq3Xpz3+Qg+g2AMcUEcL5XsRUWV2Z11VbruKMgIc1HNVq7lSynmCJkELIo0VGMSyIq3A9gxzQRz5NYirq3o9tlVNqGQADGkEaVCzoi6xzUYq3Xdv3GQAAAAAAAAAAAK9iukL4qh1PRMa5zVyq923b1IhqLiuOxpnfBJl/vU62+RpSa7CMZ1kkaOcx6uajtzkW+079PpPRyWSZkkK9apdPs/A9N5yTJrTZwTEJsRpXSyxNZldlRWrsd9RxqvH8QjrpoIkjVGyOY1Ml1Wylmp5YZokkp3Mcxy3uzdcpU0zafH5JnIqtjqVcqJv2OM+nJbfCRvf0zjXDL/IcdXAq6uq3zJWxZEaiZf6tW3333mD6VUf/IqPg38TqYfXR4hTa+Jr2tzK2z7X2E78T64VxKjG6yPGXUrdXqkmRm1u210LIUqs/wCJnf8AyW/NC7E9SSSYVjqHrHTyvbvaxVT4HCwLGavEK9YZ9XkSNXeq223Ydur/ADOf+G75FU0T/Sq/wnfNBxJebRcTkaQYhUYdFC+nyeu5UXM251zg6XJ/4fC7qmt/hUz6fnqaRuYDWT11As1RlzaxUTKltmw6RydGW5cFiX9pzl+06xO/tcSgAMAACgASBAJAEEgAQSAQAABQOVP9V9r4CgF/5U/1X2vgKAAAAAAAAAAAAAAAAAAL9yW7sU7LxlBL9yW7sU7LxgX4AFAAAAAAAAAAkCASAIJAAEEgDnrXYbWSSU0kkTnMcrVbImxV9l95zsXwjDI6OWaNzYJGtVWo1+xy9VvwJq9FoZHK6nndFdb5XJmT8TXZok/Mmesaif3Y9vzO/PtnmdK86Iuk9LqGJfV5Lr777PvNB7Y3aRPbMjVjWpVHZt1sxb8Pw+DDodXAi7drnLvcpx6nRdaiplm9NRuserraq9rr7yz1Ob1aut9KLBv+VSd5DbpG0kTFipFiRqbcsaocH6Irxyfyf8x0MHwT+i55JFqElzty2yZbbfepjr259kV+tVE0leqqiIlQ26r70Lh6XTcRD30ONW6NLV1ktR6YjNY7Nl1V7faYPoivHJ/J/wAxrq8dSbR3Z5opaOo1cjH2jdfK5FtsUqui8jIsTV0j2sbqlS7lt0od3DMEXD4amP0hJNe3LfJbLsX2+05/0SW358n8n/MObxJedHf9MpeJh/mIaWNrQz4e30upyRK+7XR+sqql9285v0SXjk/k/wCY25tH0lwunpPSPXgVyo/JsW6qtrXM5xLLKeG9hDaZuHRNpJVlhbezl3777TdNPCcPbhtHqUfnVXK5zrWuv+kN059fPhEEgEAAEAAAAAAAAAAAAABQOVP9V9r4CgF/5U/1X2vgKAAAAAAAAAAAAAAAAAAL9yW7sU7LxlBL/wAlu7FOy8YF9BIKIBIAgkAAAAAAAAAAAAAAIAAKABIEAkAQSAQAAAABRBIBAAAAAAAAAAAAAAAAAAGwCgcqf6r7XwFAL/yp/qvtfAUAAAAAAAAAAAAAAAAAAX/kt3Yp2XjKAX/kt3Yp2XjAvwAKAAAAAgAAoAAAASBAJAEAkEAAAAAAAAAAAAAAAAAAAAAAAAAAAASAIAVbIeFW5RKu6iFVV6SAVQAFFD5Ud2F9r4Cgl95Ud2F9r4ChGagACAAAAAAAAAAAAAAF/wCS3dinZeMoBf8Aks3Yp2XjAvwAKABIEAkAQSAQAAAAAAAAAAAAAAAAAAAAAAAAAAAAJAgEgCCQAAAAEEnl69AHlVupABtQAkCASCChcqO7C+18BQS/cqO7C+18BQTNQAAAAAAAAAAAAAAAAL/yWfrTsvGUA7GAaR1mj/pHokcD9flza1qrbLe1rKnWoH2YHzDnGxfhqHuP8w5xsX4ah7j/ADAfTwfMOcbF+Goe4/zDnGxfhqHuP8wH08HzDnGxfhqHuP8AMOcbF+Goe4/zAfTwfMOcbF+Goe4/zDnGxfhqHuP8wH08HzDnGxfhqHuP8w5xsX4ah7j/ADAfTwfMOcbF+Goe4/zDnGxfhqHuP8wH08HzDnGxfhqHuP8AMOcbF+Goe4/zAfTwfMOcbF+Goe4/zDnGxfhqHuP8wH08HzDnGxfhqHuP8w5xsX4ah7j/ADAfTwfMOcbF+Goe4/zDnGxjhqHuP8wH08HzDnHxjhqHuP8AMOcfGOGoe4/zAfTwfMOcfGOGoe4/zDnHxjhqHuP8wH08k+X84+McNQ9x/mHOPjHDUPcf5gPqAPl/OPjHDUPcf5hzj4xw1D3H+YD6gD5fzj4xw1D3H+Yc4+McNQ9x/mA+oA+X84+McNQ9x/mJ5x8Y4ah7j/MB9PB8w5x8Y4ah7j/MOcfGOGoe4/zAfT7A+Yc4+McNQ9x/mHOPjHDUPcf5gPp5jVbqfNOcfGOGoe4/zHnnExfh6HuP8xYPpoPmXOJi/D0Pcf5hziYvw9D3H+Yuq+mg+Zc4mL8PQ9x/mHOJi/D0Pcf5ho+mg+Zc4mL8PQ9x/mHOJi/D0Pcf5ho6HKjuwvtfAUE6+PaRVmP6j0uOBmozZdU1Uvmte91XqQ5BlAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAAH//2Q==" width="300px" alt="ai sales bot"/></p>
<p>
<p>The emergent behavior of all this machine learning (which is a more accurate term than “AI”) means you can’t reasonably test for all the edge cases because you don’t know what they are. It’s also why autonomous vehicles based on machine learning scare the crap out of me. For its part, Colgate-Palmolive is also experimenting with generative AI to develop e-learning <a href="https://chat.openai.com/">ChatGPT</a> content for employees and exploring its use to accelerate new product formulations. Zowie’s bot has access to more than 75 specific use cases for ecommerce and can be customized for your brand’s tone and voice. Shannon Connellan is Mashable&#8217;s UK Editor based in London, formerly Mashable&#8217;s Australia Editor, but emotionally, she lives in the Creel House.</p>
</p>
<p>
<p>Chatbots can revise to changing conditions in the environment and&nbsp; learn from their actions, experiences, and decisions. These chatbots can analyze data in minimal time and help customers find the exact information they are looking for conveniently by offering support in multiple languages. Self-learning bots, with data-driven behavior, are powered by NLP technology and self-learning capability (supervised ML) and can enable the delivery of more human-like and natural communication. Various plans are being undertaken for the development of self-learning chatbots. Self-learning chatbots can provide more personalized and relevant responses to users, improving the overall customer experience. As the chatbot continues to learn from user interactions, it can provide more accurate and contextually relevant information, leading to higher customer satisfaction.</p>
</p>
<p>
<p>It’s worth mentioning that Coca-Cola offers a separate Terms of Service for AI and specifies that users must be 18 years or older to use the AI card generator. Coca-Cola also created an ad campaign on Facebook and Instagram to introduce social media audiences to the Real Magic holiday app. The 20 locations nearby are convenience stores and other businesses that would typically sell Coca-Cola products.</p>
</p>
<p>
<div style='border: black dotted 1px;padding: 11px;'>
<h3>A Chevy for $1? Car dealer chatbots show perils of AI for customer service &#8211; VentureBeat</h3>
<p>A Chevy for $1? Car dealer chatbots show perils of AI for customer service.</p>
<p>Posted: Tue, 19 Dec 2023 08:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiogFBVV95cUxOWVJ0cFBOOFNPZnM3cDlGZ1BsSjFUZ1FkTjZPeVNGTlNaVG0wZS0xbTlWejBCX0t6U052TDNvc3BsMVQ5UTdERVlFcG9uVWdRRzFFX1pudmozMUZTU3ctcFdKYV94WmJpc2o3QUg3QXZpTFdpT0JPMHFsMkdHYkYyWWZ1U3BwZ0JsOUxIaklubEVud2Z6VVN6NkEyX2Jrb2xuUVE?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>
<p>By using natural language processing and neural machine translation engines, AI chatbots can support customers in their preferred language while helping businesses expand their global reach. The number of supported languages varies by platform or provider, though most support dozens of languages and regularly add more. AI chatbots provide value in various situations and applications, from customer service and sales to content creation and analytics. They are also found across most communication channels, from voice assistants to pop-up chatbots on websites. An artificial intelligence (AI) chatbot is a software application that simulates human conversations with users through text or voice.</p>
</p>
<p>
<p>They can access historical customer data, such as purchase history or previous interactions, to provide personalized product recommendations, which can translate into more conversions. Nearly 60% of consumers feel wait times are the most frustrating part of the customer service experience. AI chatbots are available with the click of a button 24/7 to assist customers as they shop or to address routine questions or issues. GenAI technology allows these bots to create the illusion of conversation with a human—a far better experience for the customer than multiple-choice-style interactions of the past.</p>
</p>
<p>
<ul>
<li>AI bots might not have the whole context of your needs and the environment of your organization.</li>
<li>Microsoft is incorporating AI across its product portfolio, so this chat app will likely show up in a number of applications.</li>
<li>The fake Biden began calling New Hampshire residents during the state’s Democratic Presidential Primary in January and encouraged voters not to vote.</li>
</ul>
<p>
<p>Customers get a book of jargon, statistics, and promises to justify an eventual purchase and use in any future dispute. But no one enjoys writing or answering the questions, which in tech pulls top engineers away from more important projects. Everyone involved openly jokes—or perhaps secretly fears—that no one reads the responses before tapping the Buy button anyway. The SDR Agent can do things such as engage in a chat with prospects to answer initial questions, and then <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> schedule a meeting with the prospect by having access to the salesperson&#8217;s calendar. The company emphasizes that the bot is indicated  in its interactions as automation, so that prospects know they are interacting with software, not a person, &#8220;for full transparency.&#8221; As the technology develops, it remains to be seen how customers will respond to these AI-powered digital twins and whether they can truly replicate the nuanced interactions of human sales representatives.</p>
</p>
<p>
<p>Zendesk even has its own AI tools for sales teams, which include intelligent lead scoring systems, automated lead nurturing, and sales forecasting technology. Plus, businesses can access a fantastic recommendation engine and intelligent notifications for team members. There are also agent-focused AI tools, such as virtual assistants, that can surface crucial customer information and help agents respond rapidly to questions.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://www.n4f.es/blog/de/exclusive-how-shake-shack-used-reddit-and-ai-to/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Ethiopia: Metas failures contributed to abuses against Tigrayan community during conflict in northern Ethiopia Amnesty International</title>
		<link>http://www.n4f.es/blog/de/ethiopia-metas-failures-contributed-to-abuses/</link>
		<comments>http://www.n4f.es/blog/de/ethiopia-metas-failures-contributed-to-abuses/#comments</comments>
		<pubDate>Thu, 10 Aug 2023 12:15:20 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=20769</guid>
		<description><![CDATA[Examples of Meta-Questions: Deepen Your Conversations &#038; Become More a Transformational Communicator The relational definition is simply how we define our relationship with the other. Another common example of metacommunication is saying something in a mocking tone. If a child says to its parent, “I want a toy car” and the parent repeats “I want [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Examples of Meta-Questions: Deepen Your Conversations &#038; Become More a Transformational Communicator</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="meta conversation"/></p>
<p>
<p>The relational definition is simply how we define our relationship with the other. Another common example of metacommunication is saying something in a mocking tone. If a child says to its parent, “I want a toy car” and the parent repeats “I want a toy car” in a mocking tone, the child  understands that their parent doesn’t really want a toy car. People often have to say “I was being sarcastic” because receivers failed to pick up the irony or irrationality in what was communicated (verbal metacommunication) or missed the sarcastic tone or smile (nonverbal metacommunication).</p>
</p>
<p>
<p>Supplementary 1–3 (additional modelling results, experiment probing additional nuances in inductive biases, and few-shot instruction learning with OpenAI models), Supplementary Figs. People have a tendency to infer relational intent from episodic level metacommunications. It’s because that is precisely the function of episodic level metacommunications- to build a relational definition over time.</p>
</p>
<p>
<h2>© 1999-2019 New Life Ministries, Inc. All Rights Reserved</h2>
</p>
<p>
<p>The more data you put in, the more data gets incorporated into the software, thus eventually creating an experience that feels, well, human. Still, it may sometimes be valuable to explore the higher-order issues about a discussion rather than <a href="https://www.metadialog.com/">the subject of</a> the discussion itself. Tactful consideration of personality issues with some contributors as revealed in a discussion may lead to better insight and calmer exploration of the primary topic of the conversation. As it happens, published commentary about the governess has reached enormous proportions.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="307px" alt="meta conversation"/></p>
<p>
<p>Be honest about what you are feeling and observing, encourage the other person to do the same, and listen. Had I not contextualized the message (“That’s not my cup of tea”) with the subsequent metacommunication (“I’m not into drinking tea”), the receivers would’ve had a hard time understanding the pun. The nonverbal metacommunication of “not helping” overrides and contradicts the literal meaning of “I care about you”. The result is that you interpret that “I care about you differently”. Either you think it was a lie or you ascribe some ulterior motive to the person who uttered those words.</p>
</p>
<p>
<h2>MetaConversations</h2>
</p>
<p>
<p>The encoder network (Fig. 4 (bottom)) processes a concatenated source string that combines the query input sequence along with a set of study examples (input/output sequence pairs). The encoder vocabulary includes the eight words, six abstract outputs (coloured circles), and two special symbols for separating the study examples (∣ and →). The decoder network (Fig. 4 (top)) receives messages from the encoder and generates the output sequence. The decoder vocabulary includes the abstract outputs as well as special symbols for starting and ending sequences ( and , respectively). The query input sequence (shown as ‘jump twice after run twice’) is copied and concatenated to each of the m study examples, leading to m separate source sequences (3 shown here). A shared standard transformer encoder (bottom) processes each source sequence to produce latent (contextual) embeddings.</p>
</p>
<p>
<p>B, Episode b introduces the next word (‘tiptoe’) and the network is asked to use it compositionally (‘tiptoe backwards around a cone’), and so on for many more training episodes. We next evaluated MLC on its ability to produce human-level systematic generalization and human-like patterns of error on these challenging generalization tasks. A successful model must learn and use words in systematic ways from just a few examples, and prefer hypotheses that capture structured input/output relationships. MLC aims to guide a neural network to parameter values that, when faced with an unknown task, support exactly these kinds of generalizations and overcome previous limitations for systematicity. Importantly, this approach seeks to model adult compositional skills but not the process by which adults acquire those skills, which is an issue that is considered further in the general discussion. MLC source code and pretrained models are available online (Code availability).</p>
</p>
<p>
<h2>Top Posts</h2>
</p>
<p>
<p>Today, already a billion people across the globe message with a business each week on our messaging apps, and this behavior is accelerating globally, with India at the forefront. This year, we are all set to welcome businesses, partners, and developers for the second edition of Conversations, a global event that is taking place live in Mumbai, India for the first time. As the fundamentals of Meta’s engagement-centric business model have not changed, the company continues to present a significant and ongoing danger to human rights, particularly in conflict-affected settings. The Facebook platform is a major source of information for many Ethiopians and is considered a trustworthy news source. Facebook’s algorithms fueled devastating human rights impacts by amplifying harmful content targeting the Tigrayan community across Facebook during the  armed conflict. Amnesty International has previously highlighted Meta’s contribution to human rights violations against the Rohingya in Myanmar and warned against the recurrence of these harms if Meta’s business model and content-shaping algorithms were not fundamentally reformed.</p>
</p>
<p><a href="https://www.metadialog.com/"><br />
<figure><img src='data:image/jpeg;base64,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' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='400px'/></figure>
<p></a></p>
<p>
<p>While metacommunication often supports the original communication, it becomes more apparent when there’s incongruence between the signal and the intention of the sender for the signal. Metacommunication adds an additional quality to the original, direct communication. It can contradict the original message, as in the above case, but it can also support it.</p>
</p>
<p>
<p>So significant meta-discussion about such first-order criticism has arisen. Literary critic Edmund Wilson, for instance, offered various theories about the governess and other aspects of The Turn of the Screw over the years, as other critics influenced him to recant or modify <a href="https://www.metadialog.com/">his views. As</a> a result, substantial discussion of Wilson&#8217;s commentary on the book has occurred. This constitutes a classic example of meta-discussion based on Wilson&#8217;s original, first-order examination of James&#8217; book. Remember that in conflict we want to value the person over the problem, and the relationship over the result. If you’d like to take your conversations deeper the number one skill you can develop is the Neuro-Semantic skill of meta-questioning.</p>
</p>
<p>
<ul>
<li>Packed with exciting announcements and a great line-up of global speakers, we are confident that Conversations 2023 will be instrumental in defining how Meta is leading the shift in messaging.</li>
<li>This subtle relay of information about what you’re saying is known as metacommunication.</li>
<li>As a result, receivers didn’t go above or beyond the message and interpreted it literally i.e. at the lowest, simplest level.</li>
<li>This is the vision that Brad Birnbaum, VP of Kustomer, demonstrated through an example of a food delivery service that would automatically message a customer to inform them of the unavailability of an ingredient and propose alternative options.</li>
<li>It also reduces the risk of deception and enables us to keep track of friends and enemies.</li>
<li>The first is that human compositional skills, although important, may not be as systematic and rule-like as Fodor and Pylyshyn indicated3,6,7.</li>
</ul>
<p>
<p>Importantly, although the broad classes are assumed and could plausibly arise through simple distributional learning68,69, the correspondence between input and output word types is unknown and not used. The meaning of each word in the few-shot learning task (Fig. 2) is described as follows (see the ‘Interpretation grammars’ section for formal definitions, and note that the mapping of words to meanings was varied across participants). The four primitive words are direct mappings from one input word to one output symbol (for example, ‘dax’ is RED, ‘wif’ is GREEN, ‘lug’ is BLUE). Function 1 (‘fep’ in Fig. 2) takes the preceding primitive as an argument and repeats its output three times (‘dax fep’ is RED RED RED).</p>
</p>
<p>
<h2>Meta-discussion</h2>
</p>
<p>
<p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p>
</p>
<p>
<ul>
<li>The decoder network (Fig. 4 (top)) receives messages from the encoder and generates the output sequence.</li>
<li>To master the lexical generalization splits, the meta-training procedure targets several lexical classes that participate in particularly challenging compositional generalizations.</li>
<li>The second is that neural networks, although limited in their most basic forms, can be more systematic when using sophisticated architectures8,9,10.</li>
<li>He acknowledged that yes, he did have a tendency to defend himself, a habit borne from years of winning debate tournaments.</li>
</ul>
]]></content:encoded>
			<wfw:commentRss>http://www.n4f.es/blog/de/ethiopia-metas-failures-contributed-to-abuses/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Generative AI Prompt text-to-text Introduction</title>
		<link>http://www.n4f.es/blog/de/generative-ai-prompt-text-to-text-introduction/</link>
		<comments>http://www.n4f.es/blog/de/generative-ai-prompt-text-to-text-introduction/#comments</comments>
		<pubDate>Wed, 28 Jun 2023 10:31:34 +0000</pubDate>
		<dc:creator><![CDATA[Antonio Gracia]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://www.n4f.es/blog/?p=18075</guid>
		<description><![CDATA[How to Use Generative AI to Write SMS Copy in Seconds Instead of writing a story for you, its AI tools like Describe and Brainstorm give you a writing partner to bounce ideas off and make a few suggestions. Anyword is like a moderately competent underling that takes a bit of micromanaging. Instead of entering [&#8230;]]]></description>
				<content:encoded><![CDATA[<h1>How to Use Generative AI to Write SMS Copy in Seconds</h1>
<p>Instead of writing a story for you, its AI tools like Describe and Brainstorm give you a writing partner to bounce ideas off and make a few suggestions. Anyword is like a moderately competent underling that takes a bit of micromanaging. Instead of entering a single prompt and letting the AI loose, the editor encourages you to guide it through the text generation process. AI text generators have been making headlines since ChatGPT launched last year.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="300px" alt="generative ai text"/></p>
<p>We give specialized advice to all our clients on how to formulate their prompts for best results. Along with that our platform has terminology/glossary features, and a smooth process for &#8220;human-in-the-loop&#8221;. AI systems for image and video synthesis are quickly becoming more precise, realistic and controllable. Runway Research is at the forefront of these developments and is dedicated to ensuring the future of creativity is accessible, controllable and empowering for all. Launched in 2017, the Gothenburg, Sweden-based Hiber offers users a suite of tools for creative, immersive online worlds. In July, fashion brand Tommy Hilfiger launched its Tommy Parallel metaverse experience on HiberWorld, letting fashionable creators show off their style in a 3D environment.</p>
<h2>Detecting AI-Generated Content</h2>
<p>To be sure, generative AI’s promise of increased efficiency is another selling point. This technology can be used to automate tasks that would otherwise require manual labor — days of writing and editing, hours of drawing, and so on. For instance, Seek allows companies to essentially ask their data questions without ever having to touch the data itself. The Templafy text assistant is designed to provide a means for enterprises to take advantage of generative AI, but the next phases will be much further reaching.</p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>Generative AI to enhance creativity, automate routine tasks for future jobs: WEF paper &#8211; ETTelecom</h3>
<p>Generative AI to enhance creativity, automate routine tasks for future jobs: WEF paper.</p>
<p>Posted: Mon, 18 Sep 2023 11:01:58 GMT [<a href='https://news.google.com/rss/articles/CBMimQFodHRwczovL3RlbGVjb20uZWNvbm9taWN0aW1lcy5pbmRpYXRpbWVzLmNvbS9uZXdzL2ludGVybmV0L2dlbmVyYXRpdmUtYWktdG8tZW5oYW5jZS1jcmVhdGl2aXR5LWF1dG9tYXRlLXJvdXRpbmUtdGFza3MtZm9yLWZ1dHVyZS1qb2JzLXdlZi1wYXBlci8xMDM3NTczNjLSAZ0BaHR0cHM6Ly90ZWxlY29tLmVjb25vbWljdGltZXMuaW5kaWF0aW1lcy5jb20vYW1wL25ld3MvaW50ZXJuZXQvZ2VuZXJhdGl2ZS1haS10by1lbmhhbmNlLWNyZWF0aXZpdHktYXV0b21hdGUtcm91dGluZS10YXNrcy1mb3ItZnV0dXJlLWpvYnMtd2VmLXBhcGVyLzEwMzc1NzM2Mg?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Instead, this list shows off over two dozen major, good, and reputable AI text generation tools that you can play around with. Not just make tools for the sake of making them, but make tools because they further our goals as people and societies,” Harrod said. Their propensity for “hallucinations,” or creating information that is factually inaccurate, can lead to a mass spread of misinformation.</p>
<h2>AI Content Detector</h2>
<p>He graduated from Bogazici University as a computer engineer and holds an MBA from Columbia Business School. Using AI text generator tools, businesses can save time, allocate employees’ time for creative projects, generate error-free texts, and streamline  their processes. One of the AI models that can generate text is GPT (Generative Pre-trained Transformer), or generative pre-trained transformer. This language model, built by OpenAI and released in 2020, has different models, including GPT-3.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="305px" alt="generative ai text"/></p>
<p>As this technology evolves and adoption increases, I expect more writers will use it in their creative process. Just as quickly as AI detection tools hit the market, generative AI advances and those detection tools become outdated. It seems a fool’s errand to spend time on AI detection as an editor for those reasons. Another option, Writer.com’s AI Content Detector, lets you check only 1500 characters (~300 words) at a time and returns a percentage score.</p>
<h2>Embrace the future of SMS marketing with Twilio</h2>
<p>The generator creates new data, while  the discriminator attempts to distinguish the generated data from real data. As the generator improves its ability to create realistic data, the discriminator becomes better at identifying fake data, leading to a feedback loop where both networks improve over time. Transformers are a type of machine learning model that makes it possible for AI models to process and form an understanding of natural language.</p>
<p><b>Yakov Livshits</b><br />Founder of the DevEducation project<br />A prolific businessman and investor, and the founder of several large companies in Israel, the USA and the UAE, Yakov’s corporation comprises over 2,000 employees all over the world. He graduated from the University of Oxford in the UK and Technion in Israel, before moving on to study complex systems science at NECSI in the USA. Yakov has a Masters in Software Development.</p>
<p></p>
<p>The model should also be much better at generating things like hands, he says, and — because it can understand prompts in other languages — it might be able to create text in those languages, too. Last week, DeepFloyd, a research group backed by Stability AI, unveiled DeepFloyd IF, a text-to-image model that can “smartly” integrate text into images. Some game developers are turning to artificial intelligence to make the creative process faster and <a href="https://context.reverso.net/translation/english-russian/Livshits">Yakov Livshits</a> easier—and cheaper, too. At Google Cloud Next in San Francisco, startup Hiber announced the integration of Google’s generative AI technology in its Hiber3D development platform, which aims to simplify the process of creating in-game content. Noah Smith, a professor at the University of Washington and NPL researcher at the&nbsp;Allen Institute for AI, points out that while the models may appear to be fluent in English, they still lack intentionality.</p>
<p>It’s important to note this isn’t the percentage of the content deemed AI-generated but the tool’s level of certainty that the passage was created by either a human or machine. Another function that can be used to manage the positional embeddings provided in the study article will be defined in the following code block. For the tokens and the token index positions, we are building two embedding layers.</p>
<h2>Why Enterprises Need a Secure AI Platform</h2>
<p>The implementation of generative artificial intelligence is altering the way we&nbsp;work, live and create. It’s a source of&nbsp;entertainment and inspiration, as well as a means of convenience. And if a business or field involves code, words, images or sound, there is likely a place for generative AI. Looking ahead,&nbsp;some&nbsp;experts believe this technology could become just as&nbsp;foundational to everyday life as the&nbsp;cloud, smartphones and the internet itself. Whether these tools will have the same broad appeal of ChatGPT remains to be seen.</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>AI generates video game levels and characters from text prompts &#8211; New Scientist</h3>
<p>AI generates video game levels and characters from text prompts.</p>
<p>Posted: Fri, 01 Sep 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMibWh0dHBzOi8vd3d3Lm5ld3NjaWVudGlzdC5jb20vYXJ0aWNsZS8yMzkwMDE5LWFpLWdlbmVyYXRlcy12aWRlby1nYW1lLWxldmVscy1hbmQtY2hhcmFjdGVycy1mcm9tLXRleHQtcHJvbXB0cy_SAQA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Developers will use it to write perfect code in a fraction of the time. Like many fundamentally transformative technologies that have come before it, generative AI has the potential to impact every aspect of our lives. Generative AI is also able to generate hyper-realistic and stunningly original, imaginative content. Content across industries like marketing, entertainment, art, and education will be tailored to individual preferences and requirements, potentially redefining the concept of creative expression. Progress may eventually lead to applications in virtual reality, gaming, and immersive storytelling experiences that are nearly indistinguishable from reality.</p>
<p>Then, a computer could attempt to find trace elements of the poisoned, planted content in a model’s output. While these detection tools are helpful for now, Tom Goldstein, a computer science professor at the&nbsp;University of Maryland, sees a future where they become less effective, as natural language processing grows more sophisticated. “These kinds of detectors rely on the fact that there are systematic differences between human  text and machine text,” says Goldstein. “But the goal of these companies is to make machine text that is as close as possible to human text.” Does this mean all hope of synthetic media detection is lost? The field saw a resurgence in the wake of advances in neural networks and deep learning in 2010 that enabled the technology to automatically learn to parse existing text, classify image elements and transcribe audio.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="data:image/jpeg;base64,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" width="309px" alt="generative ai text"/></p>
<p>If you’re looking for a good meal near Harvard Square, asking “What is the best restaurant in Cambridge? Asking “What is the best restaurant in Cambridge, Massachusetts, within walking distance of Harvard Yard” gives you a better chance of finding what you’re looking for. Darktrace is designed with an open architecture that makes it the perfect complement to your existing infrastructure and products. Their goal is to advance digital intelligence in the way that is most likely to benefit humanity as a whole, unconstrained by traditional corporate concerns.</p>
<ul>
<li>For example, if you feed a generative AI system a large dataset composed of customer reviews for a product, it could be trained to generate new reviews for similar products.</li>
<li>Ready to see for yourself how cutting-edge tools can help you unveil hidden insights?</li>
<li>Then, a computer could attempt to find trace elements of the poisoned, planted content in a model’s output.</li>
<li>Sudowrite is one of the few AI writing generators designed for fiction—and it really pulls it off.</li>
<li>For instance, Seek allows companies to essentially ask their data questions without ever having to touch the data itself.</li>
</ul>
<p>You can dive deeper into the specifics of how this works by reading more about natural  language processing and how ChatGPT works. But for now, all you really need to understand is that these tools are impressive—even if they frequently make things up. Bard operates using Google&#8217;s LaMDA, and Stability AI, the makers of the art generator Stable Diffusion, released an open source LLM.</p>
]]></content:encoded>
			<wfw:commentRss>http://www.n4f.es/blog/de/generative-ai-prompt-text-to-text-introduction/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>
