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	<title>Imobiliaria Interlagos &#124; Magosan Imóveis &#187; AI News</title>
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		<title>ChatGPT For Students: AI Chatbots Are Revolutionizing Education</title>
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		<pubDate>Thu, 04 Jul 2024 13:09:45 +0000</pubDate>
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		<description><![CDATA[Chatbots for Educational Institutions Educational bots Soper (2023) details that Seattle Public Schools is also prohibiting ChatGPT. Cassidy (2023) reports that Australian universities have had to adjust their approach to testing and grading due to fears of students using AI to write essays. McCallum (2023) reports that Italy initially banned OpenAI’s ChatGPT due to privacy [&#8230;]]]></description>
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<h1>Chatbots for Educational Institutions Educational bots</h1>
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" width="306px" alt="chatbot for educational institutions"/></p>
<p>
<p>Soper (2023) details that Seattle Public Schools is also <a href="https://www.metadialog.com/blog/chatbots-in-education-sector/">prohibiting ChatGPT. Cassidy</a> (2023) reports that Australian universities have had to adjust their approach to testing and grading due to fears of students using AI to write essays. McCallum (2023) reports that Italy initially banned OpenAI’s ChatGPT due to privacy issues by arguing that there is no legal reason to gather and store private data for training algorithms. OpenAI’s lack of transparency about its architecture, model, hardware, computing, training, and dataset construction has caused further concern (Brodkin, 2023).</p>
</p>
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" width="301px" alt="chatbot for educational institutions"/></p>
<p>
<p>This chatbot helps interested candidates to apply for sound engineering, music production, recording and direction courses offered by the institute. It provides information on the various courses and then initiates the application process by asking the basic details of the applicant. It is one of the best solutions if you are a music school and don&#8217;t want to shortlist lengthy applicaion forms of students.</p>
</p>
<p>
<h2>Languages to engage student world-over</h2>
</p>
<p>
<p>AI Chatbots for education make learning more dynamic and lessen a student’s uncertainty about various study areas by providing the answers they need. Here, an educational chatbot assists a student with  information for his assignment or offers study material according to the subject chosen. A conversational form can be used for surveys and to get information on lecture quality and hence improve the experience of <a href="https://www.metadialog.com/blog/chatbots-in-education-sector/">the course for</a> students.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src="https://www.metadialog.com/wp-content/uploads/2022/12/ai-customer-support-2.webp" width="301px" alt="chatbot for educational institutions"/></p>
<p>
<p>Their ability to communicate in various languages fosters inclusivity, ensuring that all students can learn and engage effectively, irrespective of their native language. Through this multilingual support, chatbots promote a more interconnected and enriching educational experience for a globally diverse student body. These educational chatbots are like magical helpers transforming the way schools interact with students. Now we can easily explore all kinds of activities related to our studies, thanks to these friendly AI companions by our side. Uses of chatbots for education are likely to grow and become increasingly sophisticated as the technology advances and expands. Researchers have already developed systems that possess the ability to detect whether or not students can understand the study material.</p>
</p>
<p>
<h2>How Chatbots For Insurance Are Being Used In 2022</h2>
</p>
<p>
<p>Repetitive tasks can easily be carried out using chatbots as teachers’ assistants. With artificial intelligence, chatbots can assist teachers in justifying their work without exhausting them too much. This, in turn, allows teachers to devote more time and attention to designing exciting lessons and providing learners with the personalized attention they deserve. AI chatbots can be attentive to – and train on – students’ learning habits and areas of difficulty. It has been scientifically proven that  not everyone understands and learns in the same way.</p>
</p>
<p>
<div style='border: grey solid 1px;padding: 14px;'>
<h3>USC experts weigh in on ChatGPT and OpenAI’s meteoric rise &#8211; Daily Trojan Online</h3>
<p>USC experts weigh in on ChatGPT and OpenAI’s meteoric rise.</p>
<p>Posted: Tue, 24 Oct 2023 18:52:56 GMT [<a href='https://news.google.com/rss/articles/CBMiXWh0dHBzOi8vZGFpbHl0cm9qYW4uY29tLzIwMjMvMTAvMjQvdXNjLWV4cGVydHMtd2VpZ2gtaW4tb24tY2hhdGdwdC1hbmQtb3BlbmFpcy1tZXRlb3JpYy1yaXNlL9IBAA?oc=5' rel="nofollow">source</a>]
</div>
<p>
<p>A reflexive bot of this level has not yet been developed, however it is only a matter of time to start seeing the first examples in educational institutions. School Admissions Bot is designed to help you answer admission questions faster. This is the most convenient way to validate and enroll students for your educational institution. Herbie can keep track of the assets used in educational institutions like labs, computers, projectors, gym equipment and more.Herbie can also reserve assets based on request. Herbie can pull critical information like parent’s mobile number or allergy details of the child in case of emergencies from the student profile.</p>
</p>
<p>
<p>Read more about <a href="https://www.metadialog.com/">https://www.metadialog.com/</a> here.</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="chatbot for educational institutions"/></p>
]]></content:encoded>
			<wfw:commentRss>http://magosan.com.br/site/chatgpt-for-students-ai-chatbots-are/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>What can Semantic Analysis and AI bring to the email channel?</title>
		<link>http://magosan.com.br/site/what-can-semantic-analysis-and-ai-bring-to-the/</link>
		<comments>http://magosan.com.br/site/what-can-semantic-analysis-and-ai-bring-to-the/#comments</comments>
		<pubDate>Wed, 19 Jun 2024 11:52:01 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=16156</guid>
		<description><![CDATA[Deep learning based sentiment analysis and offensive language identification on multilingual code-mixed data Scientific Reports The startup’s solution utilizes transformer-based NLPs with models specifically built to understand complex, high-compliance conversations. Birch.AI’s proprietary end-to-end pipeline uses speech-to-text during conversations. It also generates a summary and applies semantic analysis to gain insights from customers. The startup’s solution [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Deep learning based sentiment analysis and offensive language identification on multilingual code-mixed data Scientific Reports</h1>
</p>
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" width="307px" alt="what is semantic analysis"/></p>
<p>
<p>The startup’s solution utilizes transformer-based NLPs with models specifically built to understand complex, high-compliance conversations. Birch.AI’s proprietary end-to-end pipeline uses speech-to-text during conversations. It also generates a summary and applies semantic analysis to gain insights from customers. The startup’s solution finds applications in challenging customer service areas such as insurance claims, debt recovery, and more. Innovations in AI and natural language processing might help bridge some of these gaps, particularly in specific domains like skill taxonomies, contract intelligence or building digital twins. Increasingly, the future may involve a hybrid approach combining better governance of the schemas an organization or industry uses to describe data and AI and statistical techniques to fill in the gaps.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="309px" alt="what is semantic analysis"/></p>
<p>
<p>While this study has focused on validating its effectiveness with specific types of media bias, it can actually be applied to a broader range of media bias research. The deep learning methods such CNN-1D, LSTM, GRU, BI-GRU,&nbsp;Bi-LSTM and mBERT model with word embedding model (fastText) were implemented using keras neural network library 4 for Urdu sentiment analysis to validate our proposed corpus. The technical and experimental information of deep learning algorithms are presented in this section. CNN-1D is mostly utilized in computer vision, but it also excels at classification problems in the natural language processing field. A CNN-1D is particularly capable If you intend to obtain new attributes from brief fixed-length chunks of the entire data set and the position of the feature is irrelevant62,63.</p>
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<p>
<p>Maintaining a logical site structure will help search engines index your website and understand the connection between your content. Logical site structures also improve UX by providing users with a logical journey through your website. By examining the queries that lead people to your website, you’ll be able to come up with a group of topics ideal for building content around. RankBrain, like Hummingbird, seeks to understand the user intent behind queries. The critical difference between them is RankBrain’s machine-learning component. Google’s Hummingbird update, rolled out in 2013, is arguably the beginning of the semantic search era as we know it today.</p>
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<p>
<p>The later development of programmable content in JavaScript, which soon became the standard for browser-based programming, opened opportunities for content creation and interactive apps. In SEO, all major search engines now support Semantic Web capabilities for connecting information using specialized schemas about common categories of entities, such as products, books, movies, recipes and businesses that a person might query. These schemas help generate the summaries that appear in Google search results. The sentence is positive as it is announcing the appointment of a new Chief Operating Officer of Investment Bank, which is a good news for the company. Consequently, to not be unfair with ChatGPT, I replicated the original SemEval 2017 competition setup, where the Domain-Specific ML model would be built with the training set. Sometimes I had to do many trials until I reached the desired outcome with minimal consistency.</p>
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<p>
<h2>Automated ticketing support</h2>
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<p>
<p>Not offensive class label considers the comments in which there is no violence or abuse in it. Without a specific target, the comment comprises offense or violence then it is denoted by the class label Offensive untargeted. These are remarks of using offensive language that isn&#8217;t directed at anyone in particular.</p>
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<p>
<p>Nevertheless, the LSA is not a probabilistic language model so that ultimate results are hard to be explained intuitively. Although the PLSA endows the LSA with probabilistic interpretation, it is prone to overfit due to the solving complexity. Subsequent, the LDA is proposed by introducing Dirichlet distribution into the PLSA. However, traditional LDA is faced with some defects such as the empirical selection of topic quantity, which results in the algorithm performance degradation. The diverse opinions and emotions expressed in these comments are  challenging to comprehend, as public opinion on war events can fluctuate rapidly due to public debates, official actions, or breaking news13.</p>
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<p>
<ul>
<li>Some studies have indicated that accommodating customers into the analogical reasoning environment is essential5,6.</li>
<li>Moreover, the standardization process for text annotation is subjective, as different coders may interpret the same text differently, thus leading to varied annotations.</li>
<li>The implementation process of customer requirements classification based on BERT deep transfer model is shown in Fig.</li>
<li>For instance, we may sarcastically use a word, which is often considered positive in the convention of communication, to express our negative opinion.</li>
</ul>
<p>
<p>Use Schema markup to help customers find your business and search engines index your site. Also, don’t forget to use proper internal linking structures to develop deep links to other valuable content you’ve created. You still need to optimize your site and help Google understand your content. Even with Google’s transition from string to things, the algorithm isn’t yet smart enough to derive meaning or understanding on its own. One of the best approaches to keyword targeting isn’t actually keyword targeting so much as it is intent targeting.</p>
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<p>
<h2>Corpus generation</h2>
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<p>
<p>The model uniquely combines a biaffine attention mechanism with a MLEGCN, adeptly handling the complexities of syntactic and semantic structures in textual data. This approach allows for precise extraction and interpretation of aspects, opinions, and sentiments. The model’s proficiency in addressing all ABSA sub-tasks, including the challenging ASTE, is demonstrated through its integration of extensive linguistic features. The systematic refinement strategy further enhances its ability to align aspects with corresponding opinions, ensuring accurate sentiment analysis. Overall, this work sets a new standard in sentiment analysis, offering potential for various applications like market analysis and automated feedback systems.</p>
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<p>
<div style='border: grey dashed 1px;padding: 11px;'>
<h3>Predicting Politician’s Supporters’ Network on Twitter Using Social Network Analysis and Semantic Analysis &#8211; Wiley Online Library</h3>
<p>Predicting Politician’s Supporters’ Network on Twitter Using Social Network Analysis and Semantic Analysis.</p>
<p>Posted: Tue, 18 Jun 2024 04:53:18 GMT [<a href='https://news.google.com/rss/articles/CBMiZ0FVX3lxTFBvVWQzb1NOS0dEZVMxcm1oNXo2RGNGRng4QVJSbHdiOTVPRlo4b2ZPZy1Ld2h6QWV5WnBvSUV3QTF1bUo1bmdaaGJFSmZLc0JyRVJBQzd6aW5NY3VQV09zOTdncFA0T0k?oc=5' rel="nofollow">source</a>]
</div>
<p>
<p>The software uses NLP to determine whether the sentiment in combinations of words and phrases is positive, neutral or negative and applies a numerical sentiment score to each employee comment. Sentiment analysis is a vital component in customer relations and customer experience. Several versatile sentiment analysis software tools are available to fill this growing need. Accuracy has dropped greatly for both, but notice how small the gap between the models is! Our LSA model is able to capture about as much information from our test data as our standard model did, with less than half the dimensions! Since this is a multi-label classification it would be best to visualise this with a confusion matrix (Figure 14).</p>
</p>
<p>
<p>In contrast, models such as RINANTE+ and TS, despite their contributions, show room for improvement, especially in achieving a better balance between precision and recall. Idiomatic is an AI-driven customer intelligence platform that helps businesses discover the voice of their customers. It allows you to categorize and quantify customer feedback from a wide range of data sources including reviews, surveys, and support tickets. Its advanced machine learning models let product teams identify customer pain points, drivers, and sentiments across different contact sources.</p>
</p>
<p>
<p>Repeat the steps above for the test set as well, but only using transform, not fit_transform. What matters in understanding the math is not the algebraic algorithm by which each number in U, V and ???? is determined, but the mathematical properties of these products and how they relate to each other. 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. Please share your opinion with the TopSSA model and explore how accurate it is in analyzing the sentiment.</p>
</p>
<p>
<p>Latvian startup SummarizeBot develops a blockchain-based platform to extract, structure, and analyze text. It leverages AI to summarize information in real time, which users share via Slack or Facebook Messenger. Besides, it provides summaries of audio content within a few seconds and supports multiple languages.</p>
</p>
<p>
<p>(1) The marginal probability distribution p(w, z|α, β) is acquired by integrating the latent variables θ and φ. (2) The posterior probability distribution p(z| w, α, β) is sampled to gain the sample set of p(z| w, α, β). (3) The above sample set is utilized to estimate the latent variables z, θ and φ.</p>
</p>
<p>
<h2>Top 3 sentiment analysis tools for analyzing social media</h2>
</p>
<p>
<p>By performing truncated singular value decomposition (Truncated SVD (Halko et al. 2011)) on a “document-word” matrix, LSA can effectively capture the topics discussed in a corpus of text documents. This is accomplished by representing documents and words as vectors in a high-dimensional embedding space, where the similarity between vectors reflects the similarity of the topics they represent. In this study, we apply this idea to media bias analysis by likening media and events to documents and words, respectively. By constructing a “media-event” matrix and performing Truncated SVD, we can uncover the underlying topics driving the media coverage of specific events. Our hypothesis posits that media outlets mentioning certain events more frequently are more likely to exhibit a biased focus on the topics related to those events.</p>
</p>
<p>
<p>In addition to tracking sentiment across various social media platforms, Meltwater also monitors news articles, blogs, forums and reviews to give you a complete view of your brand’s reputation. Its AI-powered analytics provide insights on customer sentiment, trends, influencers and more. Here are some of the best social media sentiment analysis tools available today. Social media sentiment analysis is the process of collecting and analyzing information on the emotions behind how people talk about your brand on social media. Rather than a simple count of mentions or comments, sentiment analysis considers feelings and opinions. The beauty of social media for sentiment analysis is that there’s so much data to gather.</p>
</p>
<p>
<p>This research paper is about understanding speech, and doing things like giving more weight to non-speech inflections like laughter and breathing. This research paper studies how to better understand what users mean when they leave online reviews on websites, forums, microblogs and so on. Similarly, the sentiment expressed in the search results does not necessarily <a href="https://www.metadialog.com/blog/semantic-analysis-in-nlp/">what is semantic analysis</a> reflect what the searcher is looking for. Bill makes an excellent point about the lack of usefulness if Google search results introduced a sentiment bias. Qualitative data includes comments, onboarding and offboarding feedback, probation reviews, performance reviews, policy compliance, conversations about employee goals and feedback requests about the business.</p>
</p>
<p>
<h2>Sentence-level sentiment analysis</h2>
</p>
<p>
<p>For example, in the review “The lipstick didn’t match the color online,” an aspect-based sentiment analysis model would identify a negative sentiment about the color of the product specifically. Sentiment analysis lets you understand how your customers really feel about your brand, including their expectations, what they love, and their reasons for frequenting your business. In other words, sentiment analysis turns unstructured data into meaningful insights around positive, negative, or neutral customer emotions.</p>
</p>
<p>
<p>Machine and deep learning algorithms usually use lexicons (a list of words or phrases) to detect emotions. A machine learning sentiment analysis system uses more robust data models to analyze text and return a positive, negative, or neutral sentiment. Instead of prescriptive, marketer-assigned rules about which words are positive or negative, machine learning applies NLP technology to infer whether a comment is positive or negative. Media logic and news evaluation are two important concepts in social science. The latter refers to the systematic analysis of the quality, effectiveness, and impact of news reports, involving multiple criteria and dimensions such as truthfulness, accuracy, fairness, balance, objectivity, diversity, etc. When studying media bias issues, media logic provides a framework for understanding the rules and patterns of media operations, while news evaluation helps identify and analyze potential biases in media reports.</p>
</p>
<p>
<p>Nevertheless, its adoption can yield heightened accuracy, especially in specific applications that require meticulous linguistic analysis. Rules are established on a comment level with <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> individual words given a positive or negative score. If the total number of positive words exceeds negative words, the text might be given a positive sentiment and vice versa.</p>
</p>
<p>
<p>While these results mark a significant milestone, challenges persist, such as the need for a more extensive and diverse dataset and the identification of nuanced sentiments like sarcasm and figurative speech. The study underscores the importance of transitioning from binary sentiment analysis to a multi-class classification approach, enabling a finer-grained understanding of sentiments. Moreover, the establishment of a standardized corpus for Amharic sentiment analysis emerges as a critical endeavor with broad applicability beyond politics, spanning domains like agriculture, industry, tourism, sports, entertainment, and satisfaction analysis. The exploration of sarcastic comments in the Amharic language stands out as a promising avenue for future research. Meena et al.12, demonstrate the effectiveness of CNN and LSTM techniques for analyzing Twitter content and categorizing the emotional sentiment regarding monkeypox as positive, negative, or neutral. The effectiveness of combining CNN with Bidirectional LSTM has been explored in multiple languages, showing superior performance when compared to individual models.</p>
</p>
<p>
<p>RACL-BERT also showed significant performance in certain tasks, likely benefiting from the advanced contextual understanding provided by BERT embeddings. The TS model, while not topping any category, showed consistent performance across tasks, suggesting its robustness. In the specific task of OTE, models like SE-GCN, BMRC, and “Ours” achieved high F1-scores, indicating their effectiveness in accurately identifying opinion terms within texts. For AESC, “Ours” and SE-GCN performed exceptionally well, demonstrating their ability to effectively extract and analyze aspects and sentiments in tandem. Social media sentiment analysis is important because it allows you to better understand how your brand is perceived online and make data-driven decisions to improve sentiment. You can even compare and contrast your own sentiment analysis on social media with that of your competitors, to better understand how your industry and audience needs may be changing.</p>
</p>
<p>
<p>The number of headlines during the weekends ranged from around 700 to 1,300 daily, while during normal working days the number of headlines often exceeded 5,000 per day. Thanks to the Eikon API 1 we were able to gather news stories about FTSE100 companies. Meanwhile, by using Twitter Streaming API, we collected a total of 545,979 tweets during the months of July and August 2019. For the purpose of this study and in order to avoid too generic tweets, we retained and mined only the so-called “$cashtags” that mentioned companies included in the FTSE100 index.</p>
</p>
<p>
<p>Take this example from bike brand Peloton, whose prompt response quickly turned this customer’s negative sentiment into a positive experience. There will likely be other terms specific to your product, brand, or industry. Make a list of positive and negative words and scan your mentions for posts that include these terms. Semantic criteria are factors such as settings, props, images, performances, and costumes that further the narrative beyond its face value. Syntactic criteria are the tropes and trends that present themselves in the plot of certain film genres.</p>
</p>
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" width="309px" alt="what is semantic analysis"/></p>
<p>
<p>The value of k is usually set to a small number to ensure the accuracy of extracted relations. Furthermore, we use a threshold (e.g., 0.001 in our experiments) to filter out the nearest neighbors not close enough in the embedding space. Our experiments have demonstrated that the performance of supervised GML is robust w.r.t the value of k provided that it is set within a reasonable range (between 1 and 9). While other models like SPAN-ASTE and BART-ABSA show competitive performances, they are slightly outperformed by the leading models. In the Res16 dataset, our model continues its dominance with the highest F1-score (71.49), further establishing its efficacy in ASTE tasks. This performance indicates a refined balance in identifying and linking aspects and sentiments, a critical aspect of effective sentiment analysis.</p>
</p>
<p>
<p>Deep learning-based approach for danmaku sentiment analysis by multilayer neural networks. Li et al.35 used the XLNet model to evaluate the overall sentiment of danmaku comments as pessimistic or optimistic. We notice that there has been literature investigating the choice of events/topics and words/frames to measure media bias, such as partisan and ideological biases (Gentzkow et al. 2015; Puglisi and Snyder Jr, 2015b). However, our approach not only considers bias related to the selective reporting of events (using event embedding) but also studies biased wording in news texts (using word embedding).</p>
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<p>
<p>For instance, we are using headlines from day t to predict the direction of movement (increase/decrease) of volatility the next day. For our daily analysis, we aggregate sentiment scores captured from all tweets on day t to access its <a href="https://chat.openai.com/">ChatGPT</a> impact on the stock market performance in the coming t+1 day. For instance, we aggregate sentiment captured from tweets on July 10 to analyze the correlation between sentiment on the 10th/11th July and market volatility and returns.</p>
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<p>
<p>In the initial analysis Payment and Safetyrelated Tweets had a mixed sentiment. The algorithm classifies the messages as being contextually related to the concept called Price even though the word Price is not mentioned in the messages. Compared with the original imbalanced data, we can see that downsampled data has one less entry, which is the last entry of the original data belonging to the positive class. RandomUnderSampler reduces the majority class by randomly removing data from the majority class. SMOTE sampling seems to have a slightly higher accuracy and F1 score compared to random oversampling.</p>
</p>
<p>
<p>One significant hurdle is the inherent ambiguity in sentiment expression, where the same term can convey different sentiments in different contexts. Moreover, sarcasm and irony pose additional difficulties, as they often invert the literal sentiment of terms, requiring sophisticated detection techniques to interpret correctly29. Another challenge is co-reference resolution, where pronouns and other referring expressions must be accurately linked to the correct aspects to maintain sentiment coherence30,31. Additionally, the detection of implicit aspects, where sentiments are expressed without explicitly mentioning the aspect, necessitates a deep understanding of implied meanings within the text. Furthermore, multilingual and cross-domain ABSA require models that can transfer knowledge and adapt to various languages and domains, given that sentiment indicators and aspect expressions can vary significantly across cultural and topical boundaries32,33,34,35. The continuous evolution of language, especially with the advent of internet slang and new lexicons in online communication, calls for adaptive models that can learn and evolve with language use over time.</p>
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<p>
<p>That means that in our document-topic table, we’d slash about 99,997 columns, and in our term-topic table, we’d do the same. The columns and rows we’re discarding  from our tables are shown as hashed rectangles in Figure 6. If you are looking for the most accurate sentiment analysis results, then BERT is the best choice. However, if you are working with a large dataset or you need to perform sentiment analysis in real time, then spaCy is a better choice.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="what is semantic analysis"/></p>
<p>
<p>Stop words are vital words of any dialect and have no means in the context of sentiment classifications. Due to the morphological structure of the Urdu language, the space between words does not specify a word boundary. Space-omission and Space-insertion are two main issues are linked with Urdu word segmentation. An example of a space omission among two words such as “Alamgeir”, universal and similarly space insertion in a single word such as “Khoub Sorat”, beautiful. In Urdu dialect, many words contain more than one string, such as “Khosh bash,” which means happiness is a Uni-gram with two strings.</p>
</p>
<p>
<p>Compared with the bias in news articles, event selection bias is more obscure, as only events of interest to the media are reported in the final articles, while events deliberately ignored by the media remain invisible to the public. Therefore, we refer to Latent Semantic Analysis (LSA (Deerwester et al. 1990)) and generate vector representation (i.e., media embedding) for each media via truncated singular value decomposition (Truncated SVD (Halko et al. 2011)). Essentially, a media embedding encodes the distribution of the events that a media outlet tends to report on. Therefore, in the media embedding space, media outlets that often select and report on the same events will be close to each other due to similar distributions of the selected events. You can foun additiona information about <a href="https://www.tweaksforgeeks.com/fostering-customer-engagement-with-metadialog-ai-enabled-customer-service/">ai customer service</a> and artificial intelligence and NLP. If a media outlet shows significant differences in such a distribution compared to other media outlets, we can conclude that it is biased in event selection. Inspired by this, we conduct clustering on the media embeddings to study how different media outlets differ in the distribution of selected events, i.e., the so-called event selection bias.</p></p>
]]></content:encoded>
			<wfw:commentRss>http://magosan.com.br/site/what-can-semantic-analysis-and-ai-bring-to-the/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Koïos Intelligence raises $6 5 million to expand conversational AI assistant for insurance brokers</title>
		<link>http://magosan.com.br/site/koios-intelligence-raises-6-5-million-to-expand/</link>
		<comments>http://magosan.com.br/site/koios-intelligence-raises-6-5-million-to-expand/#comments</comments>
		<pubDate>Tue, 18 Jun 2024 16:26:35 +0000</pubDate>
		<dc:creator><![CDATA[Agen]]></dc:creator>
				<category><![CDATA[AI News]]></category>

		<guid isPermaLink="false">http://magosan.com.br/site/?p=16154</guid>
		<description><![CDATA[Every White-Collar Role Will Have An AI Copilot Then An AI Agent. Andreessen Horowitz That’s a modest start, but the technology could potentially become more important once it starts to be used by the end customers. PortfoPlus could help agents set up a website or app in which customers can ask ChatGPT about their own [&#8230;]]]></description>
				<content:encoded><![CDATA[<p>
<h1>Every White-Collar Role Will Have An AI Copilot  Then An AI Agent. Andreessen Horowitz</h1>
</p>
<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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" width="300px" alt="chatbot for insurance agents"/></p>
<p>
<p>That’s a modest start, but the technology could potentially become more important once it starts to be used by the end customers. PortfoPlus could help agents set up a website or app in which customers can ask ChatGPT about their own insurance needs. PortfoPlus is a startup that launched in 2018 initially with a policy wallet that agents could use to aggregate a customer’s insurance products.</p>
</p>
<p>
<p>He and his co-founders Phoenix Ko (pictured, left) and Hugo Leung (right) got the startup bug. He implored policymakers to not be too “rigid” when it comes to AI policies and hopes the agency keeps using AI in the future, such as for call centers and to help people find jobs. The DMV is also working to release a more advanced chatbot that will be similar to platforms such as ChatGPT, a spokesperson said. This feature will use generative AI — which can replicate human capabilities to produce original content — and will be subjected to more scrutiny because it is more advanced. The agency has been conducting extensive “stress testing” to test the bot and ensure it won’t give out inaccurate information.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="chatbot for insurance agents"/></p>
<p>
<p>You can foun additiona information about <a href="https://www.inferse.com/854199/elevate-customer-support-with-cutting-edge-conversational-ai/">ai customer service</a> and artificial intelligence and NLP. “Our independent insurance agents build their business on relationships with their policyholders, but it’s the technology that allows them to extend and augment their physical or virtual relationship with that customer,” he said. Xaver integrates personalised digital funnels and AI-driven agent interactions into banks&#8217;, insurers&#8217;, and insurance brokers&#8217; advisory and sales processes. Insurers have every incentive to be overly cautious in how they build their AI models. No one can use AI to know the future; you&#8217;re training the technology to make guesses based on changes in roof color and grainy aerial images.</p>
</p>
<p>
<h2>How AI Will Impact Platform Decisions</h2>
</p>
<p>
<p>The leading independent specialty insurance broker, Miller, is one of the first financial services organizations in the UK to use both Einstein and Financial Services Cloud. Claims management, which is no longer a key role for most insurance agents, is increasingly handled by algorithms, diminishing human involvement. Additionally, blockchain technology facilitates instant financial transactions, simplifies contract processing, and slashes costs for insurers, paving the way for <a href="https://chat.openai.com/">ChatGPT</a> rapid commercial insurance quoting. Artificial intelligence (AI) will be the biggest change catalyst for insurance agencies. Automation, from rate quoting and application processing to risk evaluation and educational resources, has encroached on tasks traditionally performed by agents. The system of record (SOR) is where the data agents need to complete specialized tasks lives, and it’s also a natural launchpad for any new user interface to reside (e.g., prompting the agent).</p>
</p>
<p>
<ul>
<li>And if they self-learn within a startup’s app, the users within that app mutually benefit.</li>
<li>Consequently, although a good deal of fraud is caught, much can still slip through.</li>
<li>AI-powered CRM Analytics brings Miller insights into its sales team’s performance, leads, and opportunities.</li>
<li>Insurance companies are increasingly turning to AI to improve damage assessment based on claimants&#8217; submitted photos.</li>
<li>A recent study by OpenAI and the University of Pennsylvania found that with access to an LLM, about 15% of all worker tasks in the U.S. could be completed significantly faster at the same level of quality.</li>
</ul>
<p>
<p>Vitality is a behavior change platform launched by the South African insurer Discovery, and it’s also present in the US and the UK. Customers buying Vitality Heat insurance get a deal on an Apple Watch and can collect &#8220;activity points&#8221; for walking, running or having their blood pressure checked. The program is targeted at employers who want to improve the health of their teams. Meanwhile, the most prominent players don&#8217;t stay behind, making use of advanced chatbots, fraud detection algorithms, or mechanisms improving cost-effectiveness and productivity.</p>
</p>
<p>
<h2>Share this:</h2>
</p>
<p>
<p>According to a report by Deloitte, 98% of insurance executives say that cognitive computing (models simulating the biological brain, such as neural networks) will play a disruptive role in the insurance industry. Insurtech startups and scale-ups such as Clover Health, Fabric, GetSafe, Trov, Lemonade, BIMA, Slice, neos, ZhongAn use AI to successfully challenge traditional companies. Many tech disruptors focus on delivering their services to the insurance industry. AI is also shifting the insurance business model with hyper-personalization and value-based healthcare, while IoT is enabling a widespread use of geographic information systems for risk assessment. IBM is working with several financial institutions using generative AI capabilities to understand the business rules and logic embedded in the existing codebase and support its transformation into a modular system. The transformation process uses the IBM component business model (for insurance) and the BIAN framework (for banking) to guide the redesign.</p>
</p>
<p>
<p>Watching the generative AI space shape up over the past several months has reaffirmed my belief that, as product cycles mature, different types of builders have leverage at different moments in the cycle. And, at this early stage in generative AI, technologists and&nbsp;product pickers&nbsp;will likely have the biggest impact on which companies emerge as winners. For the first time in more than a decade, Apple’s stronghold on app distribution and monetization may be threatened, as a&nbsp;U.S. appeals court confirmed in April 2023&nbsp;that Apple can no longer prevent third-party payment links in the App Store. Silver State Health Insurance Exchange unveiled a virtual AI agent last November at the start of open enrollment.</p>
</p>
<p>
<p>The system outputs a risk score that indicates the likelihood of a claim being fraudulent. The score helps Allstate’s claims adjusters prioritize which claims require further investigation. Perhaps the single biggest reason for the drastic increases in insurance fraud is the drastic rise of digitized claim filing. Fraudsters can open multiple policies and file numerous bogus claims across insurers and lines, according to a recent PAYMNTS interview with Greg Firestone, the VP of Data Science at Allstate.</p>
</p>
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" width="300px" alt="chatbot for insurance agents"/></p>
<p>
<p>The solution has been launched to combat the the increasing need for protection against AI-related failures, which can lead to significant financial losses for businesses and third-party AI vendors alike. Another study from Salesforce showed data and security worries were also holding back enterprises, with only 11 percent of surveyed CIOs saying the technology had been fully implemented. The Hong Kong Insurance Authority is likely to say that any entity that talks to clients with a view to influencing sales will count as a regulated activity. It’s part of a family of language-learning models (LLMs) that use big-data inputs of sequential data (like the beginning of a sentence) to predict what should follow. Software firm OpenAI was the first to introduce this commercially with its ChatGPT chatbot.</p>
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<p>It offers an advanced, user-friendly tool for marketing, prospecting, sales, and customer retention. The tool integrates a sales-driven AMS (application management service), powerful CRM, user-friendly comparative rater, and speedy proposals into a single system. The company specializes in using AI to deliver automated,  real-time policy writing and customer support capabilities. Today, most merchants looking to sell a product or service online can quickly get their payment system live with the help of a modern checkout platform. If the merchant works in a “high-risk” industry like games, sports betting, telehealth, travel, or cannabis, however, it’s more complex.</p>
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<p>Now that is all about to change with new technological advances which enable the policy checking process to be fully automated using agency management and policy-checking software. Brokers also continually run the risk of an errors and omissions (E&amp;O) claim being brought against them for any mistakes made or incorrect policies. Such disputes between brokers and clients have become even more prevalent over the last 18 months because of the pandemic, with the COVID-19 Litigation Tracker reporting 3,100 COVID-19 related lawsuits filed since January 2020. “That demand driven by consumers is forcing agencies and carriers to get more digital, and to act more like a modern entity — like something you might experience outside of the insurance industry,” Rhodes said. “Consumers demand that they must move faster.” He sees this continuing in 2024 and beyond.</p>
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<p>
<p>Next, multi-faceted changes to the business environment will require insurance agencies to adapt or die. Quote Assist™ was born from the idea that while there’s no stopping the march towards fully digital insurance experiences, sometimes a little assistance for customers is still helpful. In the case of Sure’s auto insurance partners like original equipment manufacturers (OEMs) and dealership groups, they found that their on-site teams needed the ability to add insurance protection onto a customer’s purchase at the point of sale. While most customers enjoy a fully digital insurance experience, some also wanted a little assistance. AI is used to analyze big data sets and geographic information systems (GIS) to map risk better.</p>
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<p>
<p>Launching later this year, Visa+ will allow users of different P2P payment services to pay each other directly after they create a personalized “payname,” or handle, to connect their accounts. The service will also create an interoperable path for third parties to connect to P2P customers through a single platform (e.g., allowing a merchant or platform to make disbursements via the P2P platforms). Visa+&nbsp; will launch with Venmo and PayPal (even though, yes, PayPal owns Venmo, users can’t yet transfer money between the two services in real time…) and will add&nbsp;DailyPay, i2c, TabaPay, and Western Union as partners in 2024.</p>
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<div style='border: grey dashed 1px;padding: 13px;'>
<h3>Cover Whale Introduces Bob: An AI-Powered Chatbot Revolutionizing Commercial Trucking Insurance &#8211; PR Newswire</h3>
<p>Cover Whale Introduces Bob: An AI-Powered Chatbot Revolutionizing Commercial Trucking Insurance.</p>
<p>Posted: Tue, 17 Oct 2023 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMi5AFBVV95cUxNUTBMVzBsVFdxSnVzaElEVjFKMnNmZDIzNWoxM3Z4ZUZlWDNWLVM0RFpaY0Z5d21Vck5EemdHN2duNW5JaENGSXFwZ0JlVm92Q2R3LW5nblJsb2JKdk91TVpESHZ0WEIza2xLM01oU29aSmxXelFVeWY2V3pHYjg3Z0dhQ1RMRHNXNnZoeVcyQ3dJazRPN1NwNVhmRjN2RWFyZU9MR3Z2RXJ5VXBPamhPaWkwZk9QMGxnaE9mS29lWjRWemJzQkxSTlNVLWZEUjhiZXduYmE1eVJCcHphd3NkOFB5Nzk?oc=5' rel="nofollow">source</a>]
</div>
<p>
<p>“Every company out there will start to ‘AI-wash’ their products just like in early cloud adoption,” Rhodes predicts, who previously served as the CEO of Rackspace, an early cloud pioneer that grew to a $2 billion organization. But he does see AI integration in insurtech maturing this year, with the next wave of insurtech investment focused on the AI lifecycle. No one can predict the future, but insurance professionals are likely the best qualified when it comes to predicting risk. For this special report, Insurance Journal asked industry thought leaders their predictions for the property/casualty world in 2024 and what they’d wish for if they could have what they wanted. For now, most use cases for autonomous or semi-autonomous AI agents are internal, where they can’t do much harm with customer-facing interactions that go awry.</p>
</p>
<p>
<p>According&nbsp;to a&nbsp;New York Times&nbsp;profile in December 2022, African American State Farm customers were seeking a class-action suit claiming that the insurance carrier discriminated against them. With the recent launch of Slack’s artificial intelligence capabilities and Slack Sales Elevate, <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> insurance firms now have powerful tools at their disposal to centralize, simplify, and automate work processes. To remain competitive, agencies must focus on agility, customer-centricity, and tech-savviness while maintaining the core strengths of personalized service and expertise.</p>
</p>
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" width="308px" alt="chatbot for insurance agents"/></p>
<p>
<p>The company reports they have set a world record, handling a claim in just three seconds in a process that included running 18 anti-fraud algorithms. Let&#8217;s take a look at the car insurance sector, where automatic underwriting is being successfully implemented. In the traditional model, an insurance agent needs to visit each customer, take photographs, verify the claim, and estimate the damages. According to a customer story presented by Dutch fraud detection company FRISS, Turkish insurer Anadolu Signorta reached 210% ROI within 12 months of using their platform.</p>
</p>
<p>
<h2>Vehicle products</h2>
</p>
<p>
<p>3 min read &#8211; Businesses with truly data-driven organizational mindsets must integrate data intelligence solutions that go beyond conventional analytics. “AI is really good for brokers to go, ‘Hey, take this 700-page document and summarize it for me so that I can decode it and the client can understand it,’” Giles said. There are so many AI and technology solutions out there that it can be easily to lurch from one idea to the next.</p>
</p>
<p>
<ul>
<li>Nationwide, governments have used the technology for wide-ranging purposes, including bill drafting, customer and worker assistance, transcribing, translating, processing unemployment claims and monitoring traffic.</li>
<li>It’s also crucial to make AI work for your colleagues so they can work more effectively for your customers.</li>
<li>From KYC and claims processing to policy administration and roadside assistance, MixtapeAI agents handle entire workflows autonomously, including complex cases, providing a comprehensive end-to-end solution.</li>
<li>Companjon&#8217;s unique position as a licensed and regulated digital insurer enables it to act as both underwriter and broker.</li>
<li>Tennr will take in every medical document hitting a fax machine, extract patient and diagnosis details, and even run insurance pre-qualification to streamline patient visits to medical practices.</li>
</ul>
<p>
<p>Where there is a consensus – and there are still many areas where there isn’t – it is that to get to real ROI on investment in AI, you need to be clear on what exactly is the problem you are trying to solve. As part of this process, it’s critical to look at the quality of your data foundations. Generative AI has the power to transform the insurance sector by increasing operational effectiveness, opening up new innovation opportunities and deepening customer relationships. <a href="https://www.metadialog.com/blog/insurance-chatbots/">chatbot for insurance agents</a> Insurance providers looking to scale algorithmic decision-making shouldn&#8217;t do so at the expense of experts familiar with a particular field. While faster than human decision-making, algorithmic decision-making needs oversight, especially when it fails to align with the judgment of human experts. At the portfolio level, lenders can better understand and rebalance risk or tailor loan terms and pricing to match the specific conditions of their policyholders.</p>
</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="chatbot for insurance agents"/></p>
<p>
<p>I should also note that Verint is not alone here, as other contact center vendors are now talking about AI agents, and some like NICE have forward-thinking visions of fully autonomous AI agents. In the spirit of AI-for-good, these AI agents are positioned as being complementary to human agents – not as a replacement – where they work hand-in-hand, so to speak, supporting each other and learning from each other. This gradual disappearance of the human agent/non-human agent distinction is a subtle example of how AI is transformative by nature, and this really crystallized for me at Verint’s annual customer event, Engage 2024, which I just attended. Verint’s focus is CX automation, where the role of AI is to power purpose-built bots to automate specific CX-impacting tasks. Using a multitude of bots to tackle a multitude of specific problems is very much a bottom-up approach, one that adds up to substantive outcomes, both for CX and operations.</p>
</p>
<p>
<div style='border: grey dashed 1px;padding: 11px;'>
<h3>Guide to Insurtech: The Types, Key Trends, and how AI is Impacting the Insurance Industry &#8211; eMarketer</h3>
<p>Guide to Insurtech: The Types, Key Trends, and how AI is Impacting the Insurance Industry.</p>
<p>Posted: Fri, 22 Mar 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiekFVX3lxTE1wY2h4cVBlejVmNGdNcTUtMFlUSzQ0dFBuZDRBR1NVMGJFcDkxQ05uVzRtQmhlYnAtN3RaSGotVFFfVmJBMVNIbUNISHZYb1dIQm5HWTUxVlFiei1pandEcFQ5bUhxUnBCd0ZFVHp5bEVvRVppZ0p3TUJ3?oc=5' rel="nofollow">source</a>]
</div>
<p>
<p>The platform can handle tasks from KYC and claims processing to policy administration and roadside assistance, providing comprehensive end-to-end solutions  for insurers, brokers, agents, carmakers, and fleets. Stere, a digital insurance ecosystem, facilitates capacity sourcing for business insurance and reinsurance solutions. Its capacity marketplace offers local and global options, while a comprehensive API library enables partners, insurtech businesses, and MGAs to access potential channels for insurance programs. Stere empowers businesses with full-stack infrastructure, digital platforms, and data analytics. Its AI-driven software optimizes worksite insurance management by identifying trends and recommending tailored employee benefit plans.</p></p>
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