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	<title>Kraf Hidraulicos &#187; AI News</title>
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		<title>Power of NLP: Challenges and Opportunities in AI-Based Healthcare Personalization</title>
		<link>http://www.krafhidraulicos.com/wp/power-of-nlp-challenges-and-opportunities-in-ai/</link>
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		<pubDate>Wed, 29 May 2024 13:21:02 +0000</pubDate>
		<dc:creator>daniel</dc:creator>
				<category><![CDATA[AI News]]></category>

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		<description><![CDATA[The 4 Biggest Open Problems in NLP The “bigger is better” mentality says more training parameters and greater complexity are what make a better model. “Better” is debatable, but it will certainly be more expensive and require more skilled staff to train and manage. This is particularly important for analysing sentiment, where accurate analysis enables [&#8230;]]]></description>
				<content:encoded><![CDATA[<h1>The 4 Biggest Open Problems in NLP</h1>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2023/07/the-result-of-integration-2-1.webp" width="306px" alt="challenges of nlp" title="" /></p>
<p>The “bigger is better” mentality says  more training parameters and greater complexity are what make a better model. “Better” is debatable, but it will certainly be more expensive and require more skilled staff to train and manage. This is particularly important for analysing sentiment, where accurate analysis enables service agents to prioritise which dissatisfied customers to help first or which customers to extend promotional offers to. Managing and delivering mission-critical customer knowledge is also essential for successful Customer Service. This could be useful for content moderation and content translation companies.</p>
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" width="300px" alt="challenges of nlp" title="" /></p>
<p>Jade replied that the most important issue is to solve the low-resource problem. Particularly being able to use translation in education to enable people to access whatever they want to know in their own language is tremendously important. Innate biases vs. learning from scratch &nbsp; A key question is what biases and structure should we build explicitly into our models to get closer to NLU. Similar ideas were discussed at the Generalization workshop at NAACL 2018, which Ana Marasovic reviewed for The Gradient and I reviewed here. Many responses in our survey mentioned that models should incorporate common sense.</p>
<h2>What Is Semantic Search &#038; How To Implement [Python, BERT, Elasticsearch]</h2>
<p>IE systems should work at many levels, from word recognition to discourse analysis at the level of the complete document. An application of the Blank Slate Language Processor (BSLP) (Bondale et al., 1999) [16] approach for the analysis of a real-life natural language corpus that consists of responses to open-ended questionnaires in the field of advertising. As mentioned before,&nbsp;Natural Language Processing&nbsp;is a field of AI that studies the rules and structure of language by combining the power of linguistics and computer science.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="challenges of nlp" title="" /></p>
<p>Therefore, they may inherit or amplify the biases, errors, or harms that exist in the  data or the society. For example, NLP models may discriminate against certain groups or individuals based on their gender, race, ethnicity, or other attributes. They may also manipulate, deceive, or influence the users&#8217; opinions, emotions, or behaviors.</p>
<h2>NLP: Then and now</h2>
<p>While Natural Language Processing has its limitations, it still offers huge and wide-ranging benefits to any business. And with new techniques and new technology cropping up every day, many of these barriers will be broken through in the coming years. Give this NLP sentiment analyzer a spin to see how NLP automatically understands and analyzes sentiments in text (Positive, Neutral, Negative). Along similar lines, you also need to think about the development time for an NLP system. Although rule-based systems for manipulating symbols were still in use in 2020, they have become mostly obsolete with the advance of LLMs in 2023. The General Data Protection Regulation (GDPR) has been a catalytic event for AI in the legal domain.</p>
<p>Combining the title case and lowercase variants also has the effect of reducing sparsity, since these features are now found across more sentences. Jellyfish Technologies is a leading provider of IT consulting and software development services with over 11 years of experience in the industry. Like many other NLP products, ChatGPT works by predicting the next token (small unit  of text) in a given sequence of text. The model generates a probability distribution for each possible token, then selects the token with the highest probability. This process is known as “language modeling” (LM) and is repeated until a stopping token is reached.</p>
<h2>Natural language processing</h2>
<p>[47] In order to observe the word arrangement in forward and backward direction, bi-directional LSTM is explored by researchers [59]. In case of machine translation, encoder-decoder architecture is used where dimensionality of input and output vector is not known. Neural networks can be used to anticipate a state that has not yet been seen, such as future states for which predictors exist whereas HMM predicts hidden states. Natural language processing (NLP) is a branch of artificial intelligence (AI) that deals with the interaction between computers and human languages. It enables applications such as chatbots, speech recognition, machine translation, sentiment analysis, and more.</p>
<p><a href="https://www.metadialog.com/"><br />
<figure><img src='https://www.metadialog.com/wp-content/uploads/2023/07/the-result-of-integration-2-1.webp' alt='https://www.metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto;' width='404px' title="" /></figure>
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<p>While many people think that we are headed in the direction of embodied learning, we should thus not underestimate the infrastructure and compute that would be required for a full embodied agent. In light <a href="https://www.metadialog.com/blog/problems-in-nlp/">of this,</a> waiting for a full-fledged embodied agent to learn language seems ill-advised. However, we can take steps that will bring us closer to this extreme, such as grounded language learning in simulated environments, incorporating interaction, or leveraging multimodal data.</p>
<p>Many modern NLP applications are built on dialogue between a human and a machine. Accordingly, your NLP AI needs to be able to keep the conversation moving, providing additional questions to collect more information and always pointing toward a solution. With the help of complex algorithms and intelligent analysis, Natural Language Processing (NLP) is a technology that is starting to shape the way we engage with the world.</p>
<p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</p>
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