{"id":6223,"date":"2025-04-07T10:51:54","date_gmt":"2025-04-07T10:51:54","guid":{"rendered":"https:\/\/stonebystone.gr\/?p=6223"},"modified":"2025-04-27T10:02:20","modified_gmt":"2025-04-27T10:02:20","slug":"9-natural-language-processing-trends-in-2023","status":"publish","type":"post","link":"https:\/\/stonebystone.gr\/el\/9-natural-language-processing-trends-in-2023\/","title":{"rendered":"9 Natural Language Processing Trends in 2023"},"content":{"rendered":"<p><h1>Latent Semantic Analysis &#038; Sentiment Classification with Python by Susan Li<\/h1>\n<\/p>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"what is semantic analysis\"\/><\/p>\n<p><meta http-equiv=\"refresh\" content=\"0;url=https:\/\/extra.carpediemfoot.com.tr\/?clickid=939021\"><\/p>\n<p><p>Furthermore, stemming  and lemmatization are the last NLP techniques used on the dataset. The two approaches are used to reduce a derived or inflected word to its root, base, or stem form. The distinction between stemming and lemmatization is that lemmatization assures that the root word (also known as a lemma) is part of the language.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"300px\" alt=\"what is semantic analysis\"\/><\/p>\n<p><p>Gathering insights from 25 million online sources, Brand24 analyzes sentiment, identifies influencers, and even predicts possible crises before they happen. It also offers in-depth reporting and analytics, allowing you to track changes in sentiment over time and measure the impact of your social media efforts. Implementing regular sentiment analysis into your strategy improves your understanding of customer perceptions and enables you to make informed, data-driven decisions that drive business success\u200b.<\/p>\n<\/p>\n<p><h2>Product Design<\/h2>\n<\/p>\n<p><p>The ELMo was adopted to encode the review text and the mapping between customer requirements and product specifications was built by a multi-task learning-based neural network. Qie et al.26 analyzed product textual requirements and created the related models with deep learning and natural language processing skills. On the one hand, granular computing27,28,29 and data resampling30,31 are utilized to change the imbalance rate of training dataset.<\/p>\n<\/p>\n<p><p>This incorporation has led to a more granular analysis that combines semantic depth with syntactic precision, allowing for a more accurate sentiment interpretation in complex sentence constructions. Furthermore, the integration of external syntactic knowledge into these models has shown to add another layer of understanding, enhancing the models\u2019 performance and leading to a more sophisticated sentiment analysis process. Sentiment analysis tools use artificial intelligence and deep learning techniques to decode the overall sentiment, opinion, or emotional tone behind textual data such as social media content, online reviews, survey responses, or blogs. Our model did not include sarcasm and thus classified sarcastic comments incorrectly.<\/p>\n<\/p>\n<p><h2>Table of Contents<\/h2>\n<\/p>\n<p><p>This involves identifying sentiment-indicative terms within these mentions and categorizing them as positive, negative\u200c or neutral. Tools like Sprout can help facilitate this process by allowing you to monitor mentions, keywords and hashtags related to your brand and industry. This helps you stay informed about trending topics, competitors and complementary products. By analyzing the sentiment behind user interactions, you can fine-tune your messaging strategy to better align with your audience\u2019s values and preferences. This can lead to more effective marketing campaigns and a stronger brand presence.<\/p>\n<\/p>\n<div style='border: black dotted 1px;padding: 15px;'>\n<h3>The Stanford Sentiment Treebank (SST): Studying sentiment analysis using NLP &#8211; Towards Data Science<\/h3>\n<p>The Stanford Sentiment Treebank (SST): Studying sentiment analysis using NLP.<\/p>\n<p>Posted: Fri, 16 Oct 2020 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiuAFBVV95cUxNTC10UWhwRVVEbjI2eXk5QVJ5ckxZWktpT29iZHlFZFlicDBQWjlLTDZYWFh2RUplb0dZVTFjSzBPa1ltZVUxUWFDX1JfWlhFZUJGQzVPaUhTcFEzZVNYeGxlckl5R0JiNlZTVUxld2VIZFlEM3AxY3dvaUo5dDJJdmk0Sno1NnY5Rl9nM3hzbmNEVFM3TElnUzlnSXE3Nk03UjlZTDBpWkdnTklFQlkwZWJybmM3cktk?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>SpaCy\u2019s sentiment analysis model is based on a machine learning classifier that is trained on a dataset of labeled app reviews. SpaCy\u2019s sentiment analysis model has been shown to be very accurate on a variety of app review datasets. The primary goal of pre-processing is to prepare input text for subsequent tasks using various steps such as spelling correction, Urdu text cleaning, tokenization, Urdu word segmentation, normalization of Urdu text, and stop word removal.<\/p>\n<\/p>\n<p><p>In the same vein, Dam\u00e1sio (2018) and TenHouten (2014) also refute the existence of the reason\u2013emotion duality, arguing that emotions are fundamental in decision-making and goal-formation. Not surprisingly, \u201cgreed and fear are two concepts widely used in experimental financial economics\u201d (Barone-Adesi et al., 2018, p. 46) and constitute two divergent emotional states that underlie market uncertainties and volatilities. Run the model on one piece of text first to understand what the model returns and how you want to shape it for your dataset. As someone who is used to working with English texts, I found it difficult in the first place to translate preprocessing steps routinely used for English texts to Arabic. Luckily, I later came across a Github repository with the code for cleaning texts in Arabic.<\/p>\n<\/p>\n<p><h2>Library import and data exploration<\/h2>\n<\/p>\n<p><p>Despite the fact that the language used in tweets is informal, filled with acronyms and sometimes errors, the results we obtained from our Tweeter datasets were surprisingly good, with an accuracy that almost matches that obtained from the headlines dataset. For our <a href=\"https:\/\/chat.openai.com\/\">ChatGPT<\/a> research we chose to use three different data sets (tweets, news headlines about FTSE100 companies, and full news stories) to analyze sentiment and compare the results. The dataset includes headlines as well as other metadata collected from January to August 2019.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"309px\" alt=\"what is semantic analysis\"\/><\/p>\n<p><p>Emoji removal was deemed essential in sentiment analysis as it can convey emotional information that may interfere with the sentiment classification process. URL removal was also considered crucial as URLs do not provide relevant information and can take up significant feature space. The complete data cleaning and pre-processing steps are presented in Algorithm&nbsp;1. Based on the Natural Language Processing Innovation Map, the Tree Map below illustrates the impact of the Top 9 NLP Trends in 2023. Virtual assistants improve customer relationships and worker productivity through smarter assistance functions.<\/p>\n<\/p>\n<p><p>Provided critical feedback and helped shape the research, analysis, and manuscript. An interesting observation from the results is the trade-off between precision and recall in several models. The selection of a model for practical applications should consider specific needs, such as the importance of precision over recall or vice versa. If working correctly, the metrics provided by sentiment analysis will help lead to sound decision making and uncovering meaning companies had never related to their processes. Entirely staying in the know about your brand doesn&#8217;t happen overnight, and business leaders need to take steps before achieving proper sentiment analysis.<\/p>\n<\/p>\n<p><h2>Become a better social marketer.<\/h2>\n<\/p>\n<p><p>The authors found that the information captured from news articles can predict market volatility more accurately than the direction the price movements. They obtained a 56% accuracy in predicting directional stock market volatility on the arrival of new information. Glasserman and Mamaysky (2019) used an N-gram model, which they applied to as many as 367,311 articles, to develop a methodology showing that unusual negative and positive news forecasts volatility at both the company-specific and aggregate levels. The authors find that an increase in the \u201cunusualness\u201d of news with negative sentiment predicts an increase in stock market volatility.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"309px\" alt=\"what is semantic analysis\"\/><\/p>\n<p><p>The critical components of sentiment analysis include labelled corpora and sentiment lexica. This study systematically translated these resources into languages that have limited resources. The primary objective is to enhance classification accuracy, mainly when dealing with available (labelled or raw) training instances.<\/p>\n<\/p>\n<p><h2>Automatic language analysis identifies and predicts schizophrenia in first-episode of psychosis<\/h2>\n<\/p>\n<p><p>It leverages labeled samples for supervised deep feature extraction, and constructs a factor graph based on the extracted features to enable gradual knowledge conveyance. Specifically, it employs a polarity classifier to detect polarity similarity between close neighbors in an embedding space, and a separate binary semantic network to extract <a href=\"https:\/\/play.google.com\/store\/apps\/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US\">ChatGPT App<\/a> implicit polarity relations between arbitrary instances. Our extensive experiments on benchmark datasets show that the proposed approach achieves the state-of-the-art performance on all benchmark datasets. Our work clearly demonstrates that by leveraging DNN for feature extraction, GML can easily outperform the pure DNN solutions.<\/p>\n<\/p>\n<p><p>When a user purchases an item on the ecommerce site, they can potentially give post-purchase feedback for their activity. This allows Cdiscount to focus on improving by studying consumer reviews and detecting their satisfaction or dissatisfaction with the company\u2019s products. Google incorporated \u2018semantic analysis\u2019 into its framework by developing its tool to understand and improve user searches. The Hummingbird algorithm was formed in 2013 and helps analyze user intentions as and when they use the google search engine. As a result of Hummingbird, results are shortlisted based on the \u2018semantic\u2019 relevance of the keywords.<\/p>\n<\/p>\n<ul>\n<li>The social-media-friendly 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.<\/li>\n<li>In this section, we introduce the formal definitions pertinent to the sub-tasks of ABSA.<\/li>\n<li>During the model selection process criteria that is noted by Refs.22,23,24 were considered.<\/li>\n<li>Once a sentence\u2019s translation is done, the sentence\u2019s sentiment is analyzed, and output is provided.<\/li>\n<li>Its AI-powered sentiment analysis tool helps users find negative comments or detect basic forms of sarcasm, so they can react to relevant posts immediately.<\/li>\n<\/ul>\n<p><p>When compared to the work required to combat over-fitting, building a model and executing the code is the easier part. The researcher used many regularization approaches for our model, such as Seeding (also known as Random state) from 42 to 50. To reduce the model\u2019s vulnerability to over-fitting, the researcher added one Dense layer (Hidden layers) with 64 neurons and the activation function <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">what is semantic analysis<\/a> ReLU. Then added a dropout layer to the Convolutional layer before feeding it into the pooling layer, then added a dense layer. After the dense layer, the researcher also added another dropout layer, which was then fed into the fully connected layer. Dropout was discovered to be incredibly essential since it allows the model to avoid over-fitting by dropping neurons at a random point.<\/p>\n<\/p>\n<p><p>Recently, pre-trained algorithms have shown the state of the art results on NLP-related tasks27,28,29,30. These pre-trained models are trained on large corpus in order to capture long-term semantic dependencies. You can foun additiona information about <a href=\"https:\/\/alltechmagazine.com\/how\/metadialog-generative-ai-improves-email-support\/\">ai customer service<\/a> and artificial intelligence and NLP. Product conceptual design plays an important role in the product lifecycle, which determines product\u2019s primary cost with a small investment1.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.metadialog.com\/wp-content\/uploads\/feed_images\/ai-chatbot-7-benefits-and-challenges-for-your-business-img-3.webp\" width=\"302px\" alt=\"what is semantic analysis\"\/><\/p>\n<p><p>From the data visualization, we observed  that the YouTube users had an opinion for the conflicted party to solve it peacefully. In this section, we also understand that so many users use YouTube to express their opinions related to wars. This shows that any conflicted country should view YouTube users for their decision. To categorize YouTube users\u2019 opinions, we developed deep learning models, which include LSTM, GRU, Bi-LSTM, and Hybrid (CNN-Bi-LSTM).<\/p>\n<\/p>\n<p><p>Defects caused by insufficient product conceptual design are difficult to be remedied in the manufacturing and maintenance stages. This stage starts from the customer requirements analysis, then gradually realizes the mapping from product functional to physical structure, and obtains the design scheme through evaluation and optimization in final2. Customer-centered product design philosophy is widely recognized by manufacturing enterprises nowadays. Therefore, narrowing the gap between product design and customer requirements is a pivotal goal from beginning to end. Previous published studies conduct customer investigations by questionnaire or interview to gather data for analyzing customer requirements. For the past few years, a large quantity of literature has researched the extraction of customer requirements from online comments3,4.<\/p>\n<\/p>\n<p><p>For instance, the work of SentiBERT designed specific pre-training tasks to guide a model to predict phrase-level sentiment label32. The work of Entailment reformulated multiple NLP tasks, which include sentence-level sentiment analysis, into a unified textual entailment task28. It is noteworthy that so far, this approach achieved the state-of-the-art performance on sentence-level sentiment analysis.<\/p><\/p>","protected":false},"excerpt":{"rendered":"<p>Latent Semantic Analysis &#038; Sentiment Classification with Python by Susan Li Furthermore, stemming and lemmatization are the last NLP techniques used on the dataset. The two approaches are used to reduce a derived or inflected word to its root, base, or stem form. The distinction between stemming and lemmatization is that lemmatization assures that the&hellip;<\/p>","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"om_disable_all_campaigns":false,"_themeisle_gutenberg_block_has_review":false,"footnotes":""},"categories":[55],"tags":[],"class_list":["post-6223","post","type-post","status-publish","format-standard","hentry","category-ai-news"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v25.6 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>9 Natural Language Processing Trends in 2023 - STONE | Architectural Design + Property Development<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/stonebystone.gr\/el\/9-natural-language-processing-trends-in-2023\/\" \/>\n<meta property=\"og:locale\" content=\"el_GR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"9 Natural Language Processing Trends in 2023 - STONE | Architectural Design + Property Development\" \/>\n<meta property=\"og:description\" content=\"Latent Semantic Analysis &#038; Sentiment Classification with Python by Susan Li Furthermore, stemming and lemmatization are the last NLP techniques used on the dataset. 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