
{"id":18312,"date":"2024-09-17T11:04:44","date_gmt":"2024-09-17T09:04:44","guid":{"rendered":"https:\/\/scuoladanzaetude.it\/?p=18312"},"modified":"2024-11-29T12:43:46","modified_gmt":"2024-11-29T11:43:46","slug":"a-multimodal-approach-to-cross-lingual-sentiment","status":"publish","type":"post","link":"https:\/\/scuoladanzaetude.it\/?p=18312","title":{"rendered":"A multimodal approach to cross-lingual sentiment analysis with ensemble of transformer and LLM Scientific Reports"},"content":{"rendered":"<p><h1>Learning how to perform Twitter Sentiment Analysis by Euge Inzaugarat<\/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=\"300px\" alt=\"semantic analysis nlp\"\/><\/p>\n<p><p>Based on language models, you can use the Universal Dependencies Scheme or the CLEAR Style Dependency Scheme also available in NLP4J now. We will now leverage spacy and print out the dependencies for each token in our news headline. It is pretty clear that we extract the news headline, article text and category and build out a data frame, where each row corresponds to a specific news article. 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. Sentiment analysis software notifies customer service agents &#8212; and software &#8212; when it detects words on an organization&#8217;s list.<\/p>\n<\/p>\n<p><p>While Naive Bayes, logistic regression, and random forest gave 84% accuracy, an improvement of 1% was achieved with  linear support vector machine. The models can be improved further by applying techniques such as word embedding and recurrent neural networks which I will try to implement in a follow-up article. This research presents a pioneering framework for ABSA, significantly advancing the field. 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.<\/p>\n<\/p>\n<ul>\n<li>The first objective was to assess the overall translation quality using the BLEU algorithm as a benchmark.<\/li>\n<li>In the education sector, it can be used for personalized learning and tutoring.<\/li>\n<li>In this sense, ChatGPT did better discerning the sentiment target and meaning in these sentences.<\/li>\n<\/ul>\n<p><p>3 min read &#8211; Businesses with truly data-driven organizational mindsets must integrate data intelligence solutions that go beyond conventional analytics. A practical example of this NLP application is Sprout\u2019s Suggestions by AI Assist feature. The capability enables social teams to create impactful responses and captions in seconds with AI-suggested copy and adjust response length and tone to best match the situation.<\/p>\n<\/p>\n<p><h2>Best AI Data Analytics Software &#038;&#8230;<\/h2>\n<\/p>\n<p><p>You can see that with the zero-shot classification model, we can easily categorize the text into a more comprehensive representation of human emotions without needing any labeled data. The model can discern nuances and changes in emotions within the text by providing <a href=\"https:\/\/chat.openai.com\/\">ChatGPT<\/a> accuracy scores for each label. This is useful in mental health applications, where emotions often exist on a spectrum. AI-powered sentiment analysis tools make it incredibly easy for businesses to understand and respond effectively to customer emotions and opinions.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"304px\" alt=\"semantic analysis nlp\"\/><\/p>\n<p><p>This article does not contain any studies with human participants performed by any of the authors. This article does not contain any studies with human participants performed by any of the authors; therefore, Informed consent was not required. This article does not contain any studies with human participants performed by any of the authors; therefore, ethical approval was not required. The word tokenization with defined regression expression is used to extract only word that only consists of alphabetical characters.<\/p>\n<\/p>\n<p><h2>Data availability<\/h2>\n<\/p>\n<p><p>Identifying the business need as precisely as possible is essential before gathering your datasets and training the machine learning model. One of the pre-trained models is a sentiment analysis model trained on an IMDB dataset, and it\u2019s simple to load and make predictions. While it is a useful pre-trained model, the data it is trained on might not generalize as well as other domains, such as Twitter. Talkwalker is a leading social listening platform that provides businesses with actionable social media insights via real-time listening and advanced analytics. This platform goes beyond monitoring social media mentions to offer a robust set of tools for understanding brand sentiment, identifying trends, and engaging with target audiences. 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.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"308px\" alt=\"semantic analysis nlp\"\/><\/p>\n<p><p>If you have any feedback, comments or interesting insights to share about my article or data science in general, feel free to reach out to me on my LinkedIn social media channel. We can see that the spread of sentiment polarity is much higher in sports and world as compared to technology where a lot of the articles seem to be having a negative polarity. This is not an exhaustive list of lexicons that can be leveraged for sentiment analysis, and there are several other lexicons which can be easily obtained from the Internet. In dependency parsing, we try to use dependency-based grammars to analyze and infer both structure and semantic dependencies and relationships between tokens in a sentence. The basic principle behind a dependency grammar is that in any sentence in the language, all words except one, have some relationship or dependency on other words in the sentence. All the other words are directly or indirectly linked to the root verb using links , which are the dependencies.<\/p>\n<\/p>\n<p><p>There are some authors who have done text analysis and text classification on the topic of harassment. The comparison of the data source, feature extraction technique, modelling techniques, and the result is tabulated in Table 3. These observations from the ablation study not only validate the design choices made in constructing the model but also highlight areas for further refinement and exploration.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"305px\" alt=\"semantic analysis nlp\"\/><\/p>\n<p><p>The tool can analyze data from all sorts of social media platforms, such as Twitter and Facebook. Pattern provides a wide range of features, including finding superlatives and comparatives. It can also carry out fact and opinion detection, which make it stand out as a top choice for sentiment analysis. The function in Pattern returns polarity and the subjectivity of a given text, with a Polarity result ranging from highly positive to highly negative. Topping our list of best Python libraries for sentiment analysis is Pattern, which is a multipurpose Python library that can handle NLP, data mining, network analysis, machine learning, and visualization.<\/p>\n<\/p>\n<p><p>The goal of this post was to give you a toolbox of things  to try and mix together when trying to find the right model + data transformation for your project. I found that removing a small set of stop words along with an n-gram range from 1 to 3 and a linear support vector classifier gave me the best results. So far we\u2019ve chosen to represent each review as a very sparse vector (lots of zeros!) with a slot for every unique n-gram in the corpus (minus n-grams that appear too often or not often enough).<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 13px;'>\n<h3>Top 10 Sentiment Analysis Dataset in 2024 &#8211; AIM<\/h3>\n<p>Top 10 Sentiment Analysis Dataset in 2024.<\/p>\n<p>Posted: Thu, 01 Aug 2024 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMieEFVX3lxTE9jQ1hKZ0FTb0hvck9lVFVPa0wwRnZzTWstT2ItSDA3dXNUOU1FcVp5WEFtSUp2cGx4WDFUVmdGdHdZZFU5UTRvUmZELWhYTUxBMmlfMlRaYWtHbTlRcWdjUTFPcVhHcjB6OWRLa0hzbGhoYlpnU3dMLQ?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>As you can see from these examples, it\u2019s not as easy as just looking for words such as \u201chate\u201d and \u201clove.\u201d Instead, models have to take into account the context in order to identify these edge cases with nuanced language usage. With all the complexity necessary for a model to perform well, sentiment analysis is a difficult (and therefore proper) task in NLP. Every airline has more negative tweets than either neutral or positive tweets, with Virgin America receiving the most balanced spread of positive, neutral and negative of all the US airlines. While we\u2019re going to focus on NLP-specific analysis in this write-up, there are excellent sources of further feature-engineering and exploratory data analysis.<\/p>\n<\/p>\n<p><h2>Sentiment Classifier Using NLP in Python<\/h2>\n<\/p>\n<p><p>You can foun additiona information about <a href=\"https:\/\/ourcodeworld.com\/articles\/read\/2223\/how-metadialog-ai-is-revolutionizing-customer-service\">ai customer service<\/a> and artificial intelligence and NLP. Let\u2019s use this now to get the sentiment polarity and labels for each news article and aggregate the summary statistics per news category. We usually start with a corpus of text documents and follow standard processes of text wrangling and pre-processing, parsing and basic exploratory data analysis. Based on the initial insights, we usually represent the text using relevant feature engineering techniques. Depending on the problem at hand, we either focus on building predictive supervised models or unsupervised models, which usually focus more on pattern mining and grouping.<\/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 nlp\"\/><\/p>\n<p><p>I\u2019ll explore in another post how to choose the optimal number of singular values. If we\u2019re looking at foreign policy, we might see terms like \u201cMiddle East\u201d, \u201cEU\u201d, \u201cembassies\u201d. For elections it might be \u201cballot\u201d, \u201ccandidates\u201d, \u201cparty\u201d; and for reform we might see \u201cbill\u201d, \u201camendment\u201d or \u201ccorruption\u201d. So, if we plotted these topics and these terms in a different table, where the rows are the terms, we would see scores plotted for each term according to which topic it most strongly belonged. Suppose that we have some table of data, in this case text data, where each row is one document, and each column represents a term (which can be a word or a group of words, like \u201cbaker\u2019s dozen\u201d or \u201cDowning Street\u201d).<\/p>\n<\/p>\n<p><p>They wanted a more nuanced understanding of their brand presence to build a more compelling social media strategy. For that, they needed to tap into the conversations <a href=\"https:\/\/play.google.com\/store\/apps\/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US\">ChatGPT App<\/a> happening around their brand. Semantic search enables a computer to contextually interpret the intention of the user without depending on keywords.<\/p>\n<\/p>\n<p><p>Arabic, despite being one of the most spoken languages of the world, receives little attention as regards sentiment analysis. Therefore this article is dedicated to the implementation of Arabic Sentiment Analysis (ASA) using Python. Originally a third-party extension to the SciPy library, scikit-learn is <a href=\"https:\/\/www.metadialog.com\/blog\/semantic-analysis-in-nlp\/\">semantic analysis nlp<\/a> now a standalone Python library on Github. It is utilized by big companies like Spotify, and there are many benefits to using it. For one, it is highly useful for classical machine learning algorithms, such as those for spam detection, image recognition, prediction-making, and customer segmentation.<\/p>\n<\/p>\n<p><p>Subword embeddings, such as FastText, represent words as combinations of subword units, providing more flexibility and handling rare or out-of-vocabulary words. GloVe introduces scalar weights for word pairs to control the influence of different word pairs on the training process. These weights help mitigate the impact of very frequent or rare word pairs on the learned embeddings. GloVe (Global Vectors for Word Representation) is a word embedding model designed to capture global statistical information about word co-occurrence patterns in a corpus. Skip-gram works well with handling vast amounts of text data and is found to represent rare words well.<\/p>\n<\/p>\n<p><p>Uber uses semantic analysis to analyze users\u2019 satisfaction or dissatisfaction levels via social listening. This implies that whenever Uber releases an update or introduces new features via a new app version, the mobility service provider keeps track of social networks to understand user reviews and feelings on the latest app release. Semantic analysis helps in processing customer queries and understanding their meaning, thereby allowing an organization to understand the customer\u2019s inclination. Moreover, analyzing customer reviews, feedback, or satisfaction surveys helps understand the overall customer experience by factoring in language tone, emotions, and even sentiments. Frequency-based and prediction-based embedding methods represent two broad categories of approaches in the context of word embeddings.<\/p>\n<\/p>\n<p><p>Take into account news articles, media, blogs, online reviews, forums, and any other place where people might be talking about your brand. This helps you understand how customers, stakeholders, and the public perceive your brand and can help you identify trends, monitor competitors, and track brand reputation over time. Use a social listening tool to monitor social media and get an overall picture of your users&#8217; feelings about your brand, certain topics, and products. Identify urgent problems before they become PR disasters\u2014like outrage from customers if features are deprecated, or their excitement for a new product launch or marketing campaign. Here\u2019s how sentiment analysis works and how to use it to learn about your customer\u2019s needs and expectations, and to improve business performance. Read eWeek\u2019s guide to the best large language models to gain a deeper understanding of how LLMs can serve your business.<\/p>\n<\/p>\n<p><p>Sexual harassment is a pervasive and serious problem that affects the lives and well-being of many women and men in the Middle East. According to a UN Women survey, online harassment was the most common type of violence against women in nine countries in the region during the pandemic (Ranganathan et al., 2021). Throughout the region, gender harassment often manifests through verbal abuse, derogatory comments, or discriminatory behaviour towards women (Asl, 2023; Hadi and Asl, 2022). Previous studies highlight how patriarchal norms and traditional gender roles contribute to gender harassment in this region. In particular, the cultural emphasis on modesty and honour perpetuates gender harassment by placing blame on women for their attire or behaviour. The concept of \u201chonour\u201d has become a tool for controlling women\u2019s actions and justifying harassment (Asl, 2022, 2020; Asl and Hanafiah, 2023; Chew and Asl, 2023; Yan and Asl, 2023).<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Learning how to perform Twitter Sentiment Analysis by Euge Inzaugarat Based on language models, you can use the Universal Dependencies Scheme or the CLEAR Style Dependency Scheme also available in NLP4J now. We will now leverage spacy and print out the dependencies for each token in our news headline. It&#8230;<\/p>\n<p class=\"continue-reading-button\"> <a class=\"continue-reading-link\" href=\"https:\/\/scuoladanzaetude.it\/?p=18312\">leggi tutto&#8230;<i class=\"crycon-right-dir\"><\/i><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[388],"tags":[],"_links":{"self":[{"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=\/wp\/v2\/posts\/18312"}],"collection":[{"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=18312"}],"version-history":[{"count":1,"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=\/wp\/v2\/posts\/18312\/revisions"}],"predecessor-version":[{"id":18313,"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=\/wp\/v2\/posts\/18312\/revisions\/18313"}],"wp:attachment":[{"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=18312"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=18312"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/scuoladanzaetude.it\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=18312"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}