{"id":7044,"date":"2024-09-18T09:55:34","date_gmt":"2024-09-18T09:55:34","guid":{"rendered":"https:\/\/visitthegambia.com\/?p=7044"},"modified":"2024-11-29T12:43:39","modified_gmt":"2024-11-29T12:43:39","slug":"how-to-use-zero-shot-classification-for-sentiment-2","status":"publish","type":"post","link":"https:\/\/visitthegambia.com\/?p=7044","title":{"rendered":"How to use Zero-Shot Classification for Sentiment Analysis by Aminata Kaba"},"content":{"rendered":"<p><h1>Chatbot Tutorial 4 Utilizing Sentiment Analysis to Improve Chatbot Interactions by Ay\u015fe K\u00fcbra Kuyucu Oct, 2024 DataDrivenInvestor<\/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=\"304px\" alt=\"semantic analysis of text\"\/><\/p>\n<p><p>However, depending on the i.i.d (independent and identically distributed) assumption, the performance of these deep learning models may fall short in real scenarios, where the distributions of training and target data are almost certainly different to some extent. In this paper, we propose a supervised solution based on the non-i.i.d paradigm of gradual machine learning (GML) for SLSA. It begins with some labeled observations, and gradually labels target instances in the order of increasing hardness by iterative knowledge conveyance. 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 implicit polarity relations between arbitrary instances.<\/p>\n<\/p>\n<ul>\n<li>Brands like MoonPie have found success by engaging in humorous and snarky interactions, increasing their positive mentions and building buzz.<\/li>\n<li>The p-values were all above the significance threshold, which means our null hypothesis could not be rejected.<\/li>\n<li>Figure 3 shows that 59% of the methods used for mental illness detection are based on traditional machine learning, typically following a pipeline approach of data pre-processing, feature extraction, modeling, optimization, and evaluation.<\/li>\n<li>Bi-GRU-CNN hybrid models registered the highest accuracy for the hybrid and BRAD datasets.<\/li>\n<\/ul>\n<p><p>Figure&nbsp;1 presents the architecture of the CNN model used for text classification. A total of 5000 comments were acquired for this study from different sources that prominently discuss the political environment in Ethiopia. To ensure the correctness and relevance of the collected sentiments, this process was carried out in close collaboration with a&nbsp;linguistic expert. To keep the dataset balanced, an equal distribution of positive and negative comments was maintained. In the process of data acquisition, lexicons employed by prior researchers7, 21 were used.<\/p>\n<\/p>\n<p><h2>Scikit-LLM: Power Up Your Text Analysis in Python Using LLMs within scikit-learn Framework<\/h2>\n<\/p>\n<p><p>Generally, Bi-LSTM used to capture more contextual information from both previous and future time sequences. In this study we used two-layer (Forward and Backward) Bi-LSTM, which <a href=\"https:\/\/play.google.com\/store\/apps\/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US\">ChatGPT App<\/a> obtain word embeddings from FastText. A research study focusing on Urdu sentiment analysis41 created two datasets of user reviews to examine the efficiency of the proposed model.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"semantic analysis of text\"\/><\/p>\n<p><p>The methods and detection sets refer to NLP methods used for mental illness identification. Media representations of China and its social, political, diplomatic, environmental, economic, and sporting events have been the subject  of a large number of academic studies. The worse performance of the BERT models can be attributed to the insufficient number of training samples, which hinders the neural network\u2019s ability to learn the forecasting task and generalize to unseen samples. A much larger dataset would be required to effectively leverage the high dimensionality of BERT encodings and model the complex dependencies between news and CCI indexes.<\/p>\n<\/p>\n<p><h2>Neural basis of quantum cognitive modeling<\/h2>\n<\/p>\n<p><p>We find that there are many applications for different data sources, mental illnesses, even languages, which shows the importance and value of the task. Our findings also indicate that deep learning methods now receive more attention and perform better than traditional machine learning methods. Unsupervised learning methods to discover patterns from unlabeled data, such as clustering data55,104,105, or by using LDA topic model27. However, in most cases, we can apply these unsupervised models to extract additional features for developing supervised learning classifiers56,85,106,107.<\/p>\n<\/p>\n<ul>\n<li>Azure AI Language lets you build natural language processing applications with minimal machine learning expertise.<\/li>\n<li>Identification of offensive language using transfer learning contributes the results to Offensive Language Identification in shared task on EACL 2021.<\/li>\n<li>TM can overcome such a problem since it is considered a powerful method that can aid in detecting and analyzing content in OSNs, particularly for those using UGC as a source of data.<\/li>\n<li>This training allows BERT to learn the contextual relationships between words and phrases, which is essential for accurate sentiment analysis.<\/li>\n<li>Its advanced machine learning models let product teams identify customer pain points, drivers, and sentiments across different contact sources.<\/li>\n<\/ul>\n<p><p>In the final phase of the methodology, we evaluated the results of sentiment analysis to determine the accuracy and effectiveness of the approach. We compared the sentiment analysis results with the ground truth sentiment (the original sentiment of the text labelled in the dataset) to assess the accuracy of the sentiment analysis. The primary objective of this study is to assess the feasibility of sentiment analysis of translated sentences, thereby providing insights into the potential of utilizing translated text for sentiment analysis and developing a new model for better accuracy. By evaluating the accuracy of sentiment analysis using Acc, we aim to validate hypothesis H that foreign language sentiment analysis is possible through translation to English. Data classification and annotation are important for a wide range of applications such as autonomous vehicles, recommendation systems, and more.<\/p>\n<\/p>\n<p><p>Luckily the dataset they provide for the competition is available to download. What\u2019s even better is they provide test data, and all the teams who participated in the competition are scored with the same test data. This means I can compare my model performance with 2017 participants in SemEval. Since I already wrote quite a lengthy series on NLP, sentiment analysis, if a concept was already covered in my previous posts, I won\u2019t go into the detailed explanation. And also the main data visualisation will be with retrieved tweets, and I won\u2019t go through extensive data visualisation with the data I use for training and testing a model. EHRs, a rich source of secondary health care data, have been widely used to document patients\u2019 historical medical records28.<\/p>\n<\/p>\n<p><p>Sentiment weights calculated from the sentiment lexicon were used to weigh the input embedding vectors. The CNN-Bi-GRU network detected both sentiment  and context features from product reviews better than the networks that applied only CNN or Bi-GRU. In the second phase of the methodology, the collected data underwent a process of data cleaning and pre-processing to eliminate noise, duplicate content, and irrelevant information. This process involved multiple steps, including tokenization, stop-word removal, and removal of emojis and URLs. Tokenization was performed by dividing the text into individual words or phrases.<\/p>\n<\/p>\n<p><h2>2. Aggregating news and sentiment scores<\/h2>\n<\/p>\n<p><p>Tracking mentions on these platforms can provide additional context to the social media feedback you receive. For example, a trend on X may be mirrored in discussions on Reddit, offering a more comprehensive understanding of public sentiment. On a theoretical level, sentiment analysis innate subjectivity and context dependence pose considerable obstacles. Annotator bias and language ambiguity can all influence the sentiment labels assigned to YouTube comments, resulting in inconsistencies and uncertainties in the study. 2 involves using LSTM, GRU, Bi-LSTM, and CNN-Bi-LSTM for sentiment analysis from YouTube comments.<\/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=\"semantic analysis of text\"\/><\/p>\n<p><p>Moreover, the Gaza conflict has led to widespread destruction and international debate, prompting sentiment analysis to extract information from users\u2019 thoughts on social media, blogs, and online communities2. Israel and Hamas are engaged in a long-running conflict in the Levant, primarily centered on the Israeli occupation of the West Bank and Gaza Strip, Jerusalem&#8217;s status, Israeli settlements, security, and Palestinian freedom3. Moreover, the conflict in Hamas emerged from the Zionist movement and the influx of Jewish settlers and immigrants, primarily driven by Arab residents&#8217; fear of displacement and land loss4.<\/p>\n<\/p>\n<p><h2>4. Summary of findings about sentiment<\/h2>\n<\/p>\n<p><p>By doing so, companies get to know their customers on a personal level and can better serve their needs. When a company puts out a new product or service, it&#8217;s their responsibility to closely monitor how customers react to it. Companies can deploy surveys to assess customer reactions and monitor questions or complaints that the service desk receives. Bolstering customer service empathy by detecting the emotional tone of the customer can be the basis for an entire procedural overhaul of how customer service does its job. In CPU environment, predict_proba took ~14 minutes while batch_predict_proba took ~40 minutes, that is almost 3 times longer.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"303px\" alt=\"semantic analysis of text\"\/><\/p>\n<p><p>In the third phase of the methodology, we translated the cleaned and pre-processed data to English using a self-hosted machine translation system, namely LibreTranslate31 and a cloud-hosted service by Google translate neural machine translation (NMT)32. LibreTranslate is a free and open-source machine translation API that uses pre-trained NMT models to translate text between different languages. The input text is tokenized <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis of text<\/a> and then encoded into a numerical representation using an encoder neural network. The encoded representation is then passed through a decoder network that generates the translated text in the target language. Google Translate NMT uses a deep-learning neural network to translate text from one language to another. The neural network is trained on massive amounts of bilingual data to learn how to translate effectively.<\/p>\n<\/p>\n<p><h2>Subscribe to Data Insider<\/h2>\n<\/p>\n<p><p>Computational methods have been recognized as unable to understand human communication and language in all its richness and complexity41. Aligned with contemporary approaches to semantic analysis39,42, we have integrated computational methods with traditional techniques to analyze online text. Our methodology incorporates algorithmic measures to systematically gather news data. For example, a recent study conducted on the accuracy of Swiss opinion surveys revealed that the level of survey bias varies significantly depending on the policy areas being measured.<\/p>\n<\/p>\n<div style='border: black solid 1px;padding: 13px;'>\n<h3>Discursive use of stability in New York Times \u2019 coverage of China: a sentiment analysis approach &#8211; Nature.com<\/h3>\n<p>Discursive use of stability in New York Times \u2019 coverage of China: a sentiment analysis approach.<\/p>\n<p>Posted: Sat, 07 Oct 2023 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiX0FVX3lxTE5RZnRyQ1dBdlV5Ymtudms2Sk1pTEoyTDNzaU8tU3d1bk9zdDREZ29teVpiNjhrYS1Tdk5lMmtJMlU5dHo0SVN2c3p3cUN6N3BtWGNqRzZESVR6UEh5VV9B?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Generally, long short-term memory (LSTM)130 and gated recurrent (GRU)131 networks models that can deal with the vanishing gradient problem132 of the traditional RNN are effectively used in NLP field. There are many studies (e.g.,133,134) based on LSTM or GRU, and some of them135,136 exploited an attention mechanism137 to find significant word information from text. Some also used a hierarchical attention network based on LSTM or GRU structure to better exploit the different-level semantic information138,139. You can foun additiona information about <a href=\"https:\/\/www.coupongpts.com\/blog\/customer-service-ai-agent-empower-your-business-with-metadialog-intelligent-automation\/\">ai customer service<\/a> and artificial intelligence and NLP. For mental illness, 15 terms were identified, related to general terms for mental health and disorders (e.g., mental disorder and mental health), and common specific mental illnesses (e.g., depression, suicide, anxiety). For data source, we searched for general terms about text types (e.g., social media, text, and notes) as well as for names of popular social media platforms, including Twitter and Reddit.<\/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=\"semantic analysis of text\"\/><\/p>\n<p><p>Conversely, the need to analyze short texts has become significantly relevant as the popularity of microblogs such as Twitter grows. The challenge with inferring topics from short text is due to the fact that it contains relatively small amounts and noisy data that might result in inferring an inaccurate topic. TM can overcome such a problem since it is considered a powerful method that can aid in detecting and analyzing content in OSNs, particularly for those using UGC as a source of data.<\/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=\"semantic analysis of text\"\/><\/p>\n<p><p>For example, the average role length of CT is shorter than that of ES, exhibiting S-simplification. But the average role length of CT is longer than that of CO, exhibiting T-sophistication. This contradiction between S-universals and T-universals suggests that translation seems to occupy an intermediate location between the source language and the target language in terms of syntactic-semantic characteristics. This finding is consistent <a href=\"https:\/\/chat.openai.com\/\">ChatGPT<\/a> with Fan and Jiang\u2019s (2019) research in which they differentiated translational language from native language using mean dependency distances and dependency direction. They found syntactic eclectic features of translated texts at the syntactic level, suggesting that translation is the result of the negotiation between the source language and the target language, liable to influences from both directions (Fan &amp; Jiang, 2019).<\/p>\n<\/p>\n<p><p>Furthermore, to present a comprehensive and reliable analysis of our model\u2019s performance, we average the results from five distinct runs, each initialized with a different random seed. This method provides a more holistic view of the model\u2019s capabilities, accounting for variability and ensuring the robustness of the reported results. Chen et al. 2022\u2019s innovative framework employs a comprehensive suite of linguistic features that critically examine the interrelations between word pairs within sentences. These features, which include combinations of part-of-speech tags, varieties of syntactic dependencies, tree-based hierarchical distances, and relative positioning within the sentence, contribute to the detailed understanding of language structure. Attention mechanisms have revolutionized ABSA, enabling models to home in on text segments critical for discerning sentiment toward specific aspects64. These models excel in complex sentences with multiple aspects, adjusting focus to relevant segments and improving sentiment predictions.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Chatbot Tutorial 4 Utilizing Sentiment Analysis to Improve Chatbot Interactions by Ay\u015fe K\u00fcbra Kuyucu Oct, 2024 DataDrivenInvestor However, depending on the i.i.d (independent and identically distributed) assumption, the performance of these deep learning models may fall short in real scenarios, where the distributions of training and target data are almost certainly different to some [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_coblocks_attr":"","_coblocks_dimensions":"","_coblocks_responsive_height":"","_coblocks_accordion_ie_support":"","om_disable_all_campaigns":false,"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[123],"tags":[],"class_list":["post-7044","post","type-post","status-publish","format-standard","hentry","category-ai-in-cybersecurity"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/posts\/7044","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=7044"}],"version-history":[{"count":1,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/posts\/7044\/revisions"}],"predecessor-version":[{"id":7045,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/posts\/7044\/revisions\/7045"}],"wp:attachment":[{"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7044"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7044"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7044"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}