{"id":7345,"date":"2024-10-23T07:00:02","date_gmt":"2024-10-23T07:00:02","guid":{"rendered":"https:\/\/visitthegambia.com\/?p=7345"},"modified":"2024-12-05T05:48:22","modified_gmt":"2024-12-05T05:48:22","slug":"sentiment-analysis-with-python-part-2-by-aaron-kub","status":"publish","type":"post","link":"https:\/\/visitthegambia.com\/?p=7345","title":{"rendered":"Sentiment Analysis with Python Part 2 by Aaron Kub"},"content":{"rendered":"<p><h1>6 Steps To Get Insights From Social Media With Natural Language Processing<\/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=\"what is sentiment analysis in nlp\"\/><\/p>\n<p><p>Create a DataLoader class for processing and loading of the data during training and inference phase. But this might not help much when we have multiple sentences with different polarity, hence sentence-level scoring with sentiment would help here. One thing I\u2019m not  completely sure is that what kind of filtering it applies when all the data selected with n_neighbors_ver3 parameter is more than the minority class.<\/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 sentiment analysis in nlp\"\/><\/p>\n<p><p>Given a string of text, it outputs a decimal between 0 and 1 for each of negativity, positivity, and neutrality for the text, as well as a compound score from -1 to 1 which is an aggregate measure. After you train your sentiment model and the status is available, you can use the&nbsp;Analyze text&nbsp;method to understand both the entities and keywords. You can also create custom models that extend the base English sentiment model to enforce results that better reflect the training data you provide. For example, say your company uses an AI solution for HR to help review prospective new hires. Your business could end up discriminating against prospective employees, customers, and clients simply because they fall into a category \u2014 such as gender identity \u2014 that your AI\/ML has tagged as unfavorable. When harvesting social media data, companies should observe what comparisons customers make between the new product or service and its competitors to measure feature-by-feature what makes it better than its peers.<\/p>\n<\/p>\n<p><h2>Natural Language Processing (NLP)<\/h2>\n<\/p>\n<p><p>For instance, using AI technology to analyze customer feedback and customer service exchanges, a company can adjust their service to improve customer satisfaction and loyalty. Companies that dig into the sentiment of customer comments can gain actionable insights into real-time and trend behaviors. Creating a good employee experience is important for retaining and engaging employees. Employee burnout is common and knowing how employees are feeling can help keep productivity up within a company. One of the most important elements for businesses is being in touch with its customer base.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 10px;'>\n<h3>(PDF) Natural Language Processing for Analyzing Online Customer Reviews: A Survey, Taxonomy, and Open Research Challenges &#8211; ResearchGate<\/h3>\n<p>(PDF) Natural Language Processing for Analyzing Online Customer Reviews: A Survey, Taxonomy, and Open Research Challenges.<\/p>\n<p>Posted: Thu, 28 Dec 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMi9gFBVV95cUxOMDBsSDl0Q0g5c3R4d295aDNlLWxyN1BnTzg4X2xrb2kzMGQxYnZ5bFFtZWhyM254Z2V4Mm4yQ0pXV0NjRnd6Q2VFUXdNVUczTkN5bVBmeGRxU0tOTXpoNloyMDBCWjdJTlhXOUFYRlZZYTNpdlBTYlFKaEdGbzh5Qy1IZmdxRXZNVHdvYm8zVkpsTW5mQUR2Z3BmSUhreWtMcHRHTERVVFVETU9BSVJ1X3E0WUo5WXdWY2VUakRYOHpTVExrLWRwZHYtQmxKMHRCdDlWUkNRbmlvUnpaQkVwd3JuN29ldmRoQzVkQm1YTU1iN2tVLVE?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>And T.B.L.; formal analysis, V.E.S. and M.S.; investigation, S.N.; writing\u2014original draf preparation, V.E.S.; S.R. And M.S.; writing\u2014review and editing, T.B.L.; S.R.; V.E.S; supervision, M.S. Material preparation, data collection and analysis were performed by [E.O.]. The first draft of the manuscript was written by [E.O.] and all authors commented on previous versions of the manuscript. You can foun additiona information about <a href=\"https:\/\/techunwrapped.com\/metadialog-ai-how-to-use-ai-to-deliver-better-customer-service\/\">ai customer service<\/a> and artificial intelligence and NLP. Binary representation is an approach used to represent text documents by vectors of a length equal to the vocabulary size. Documents are quantized by One-hot encoding to generate the encoding vectors30.<\/p>\n<\/p>\n<p><p>However, some languages lack data, and one of these languages is Italian (but there is some work, for example, Sprugnoli, 2020). This article assumes you have an intermediate or better familiarity with a C-family programming language, preferably Python, and a basic familiarity with the PyTorch code library. The complete source code for the demo program is presented in this article and is also available in the accompanying file download. The training data is embedded as comments at the bottom of the program source file. All normal error checking has been removed to keep the main ideas as clear as possible. VADER, which stands for Valence Aware Dictionary and sEntiment Reasoning, is a lexicon and rule-based tool that is specifically tuned to social media.<\/p>\n<\/p>\n<p><h2>This tutorial explains how to build a containerized sentiment analysis API using Hugging Face, FastAPI and Docker<\/h2>\n<\/p>\n<p><p>If we take a closer look at the result from each fold, we can also see that the recall for the negative class is quite low around 28~30%, while the precisions for the negative class are high as 61~65%. This means the classifier is very picky and does not think many things are negative. All the text it classifies as negative is 61~65% of the time really negative.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>Sentiment Analysis Techniques in NLP: From Lexicon to Machine Learning (Part 5) &#8211; DataDrivenInvestor<\/h3>\n<p>Sentiment Analysis Techniques in NLP: From Lexicon to Machine Learning (Part .<\/p>\n<p>Posted: Wed, 12 Jun 2024 07:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMixgFBVV95cUxQNlVXYVdYc0U3bWp2Qy16WE1CeWx6UTdpeldELVNvMk9pUXZDNUNPNUJBOFR0RmdrWkFNdkMtVF8zWDJBVWhTTWJuSWZaWmVvZ09RV1BObDNsenZ6VUJ5aFRtRHpCNERCVzk4RXFSRE9sbTYzYjBkODNKdEw0YWx6eEoyNWJQamJRUjFielhxeE00dkJXaTdJT1I4eGlSdmVqcFJ6bVlzUG1DVkpMSVJTZ244Yi1PSk05QTRGLWJVUFpSandMbmc?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Previous posts in this series on basic NLP looked at Topic Modeling with Latent Dirichlet Allocation, Regular Expressions, and text summarization. 3 min read &#8211; Businesses with truly data-driven organizational mindsets must integrate data intelligence solutions that go beyond conventional analytics. Comparing our models using Comet\u2019s project view, we can see that our Neural Network models are outperforming the XGBoost and LGBM experiments by a considerable margin. The most common algorithm for stemming English text is [Porter\u2019s algorithm](TO DO). Snowball, a language for stemming algorithms, was developed by Porter in 2001 and is the basis for the NLTK implementation of its SnowballStemmer, which we will use here. Businesses need to have a plan in place before sending out customer satisfaction surveys.<\/p>\n<\/p>\n<p><p>In the future, sentiment analysis systems might employ more advanced techniques for recognizing nuanced languages and capturing sentiments more accurately. Ultimately, sentiment analysis will remain an essential tool for businesses and researchers alike to better understand their audience and stay on top of the latest trends. Sentiment analysis can help organizations understand the emotions, attitudes, <a href=\"https:\/\/www.metadialog.com\/blog\/sentiment-analysis-and-nlp\/\">what is sentiment analysis in nlp<\/a> and opinions behind an ever-increasing amount of textual data. While certain challenges and limitations exist in this field, sentiment analysis is widely used for enhancing customer experience, understanding public opinion, predicting stock trends, and improving patient care. Multimodal sentiment analysis extracts information from multiple media sources, including images, videos, and audio.<\/p>\n<\/p>\n<p><p>The innate sarcasm in the review is evident as the user isn\u2019t happy with the quality of the bag. However, as the sentence contains words like \u2018best\u2019, \u2018good\u2019 and \u2018worthy\u2019, the review can easily be mistaken to be positive. It is a common phenomenon for such humorous albeit cryptic reviews to become viral on social media.<\/p>\n<\/p>\n<p><p>Precision, Recall, Accuracy and F1-score are the metrics considered for evaluating different deep learning techniques used in this work. The CNN has pooling layers and is sophisticated because it provides a standard architecture for transforming variable-length words and sentences of fixed length distributed vectors. For sentence categorization, we utilize a minimal CNN convolutional network, however one channel is used to keep things simple. To begin, the sentence is converted into a matrix, with word vector representations in the rows of each word matrix. To obtain a length n vector from a convolution layer, a 1-max pooling function is employed per feature map. Finally, dropouts are used as a regularization method at the softmax layer28,29.<\/p>\n<\/p>\n<p><h2>Social Media Sentiment Analysis with VADER<\/h2>\n<\/p>\n<p><p>We fine-tune on FEEL-IT and test on SentiPolc\u2019s test set and compare it with fine-tuning on SentiPolc\u2019s training set and testing on SentiPolc\u2019s data set. Note that the model that uses SentiPolc in the training set should have a big advantage since we expect training and test to be similar. Recognizing emotions in text is fundamental to get a better sense of how people are talking about something.<\/p>\n<\/p>\n<p><p>As part of the process, there was technology built to better understand sounds using machine learning techniques. It\u2019s an approach that Stephenson figured had broader applicability for pulling meaning out of human speech, which led him to start up Deepgram in 2015. Employee sentiment analysis, however, enables HR to make use of the organization&#8217;s unstructured, qualitative data by determining whether it&#8217;s positive, negative or neutral and to what extent. After these scores are aggregated, they&#8217;re visually presented to employee managers, HR managers and business leaders using data visualization dashboards, charts or graphs. Being able to visualize employee sentiment helps business leaders improve employee engagement and the corporate culture. They can also use the information to improve their performance management process, focusing on enhancing the employee experience.<\/p>\n<\/p>\n<p><p>Unlike feedforward neural networks that employ the learned weights for output prediction, RNN uses the learned weights and a state vector for output generation16. Long-Short Term Memory (LSTM), Gated Recurrent Unit (GRU), Bi-directional Long-Short Term Memory (Bi-LSTM), and Bi-directional Gated Recurrent Unit (Bi-GRU) are variants of the simple RNN. To mitigate this concern, incorporating cultural knowledge into the sentiment analysis process is imperative to enhance the accuracy of sentiment identification in translated text. Potential strategies include the utilization of domain-specific lexicons, training data curated for the specific cultural context, or applying machine learning models tailored to accommodate cultural differences. 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 and then encoded into a numerical representation using an encoder neural network.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p><p>As we add more exclamation marks, capitalization and emojis\/emoticons, the intensity gets more and more extreme (towards +\/- 1). One important aspect to note before analyzing a sentiment classification dataset is the class distribution in the training data. The basketball team realized numerical social metrics were not enough to gauge audience behavior and brand sentiment. 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 happening around their brand.<\/p>\n<\/p>\n<p><h2>Upcoming Training Events<\/h2>\n<\/p>\n<p><p>The next step involves combining the predictions furnished by the BERT, RoBERTa, and GPT-3 models through a process known as majority voting. This entails tallying the occurrences of \u201cpositive\u201d, \u201cnegative\u201d and \u201cneutral\u201d sentiment labels. Sentiment analysis is the larger practice of understanding the emotions and opinions expressed in text. Semantic analysis is the technical process of deriving meaning from bodies of text.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p><p>NLP libraries capable of performing sentiment analysis include HuggingFace, SpaCy, Flair, and AllenNLP. In addition, some low-code machine language tools also support sentiment analysis, including PyCaret and Fast.AI. Sentiment analysis uses ML models and NLP to perform text analysis of human language. The metrics used are designed to detect whether the overall sentiment of a piece of text is positive, negative or neutral.<\/p>\n<\/p>\n<p><h2>A quick guide to the Stanford Sentiment Treebank (SST), one of the most well-known datasets for sentiment analysis.<\/h2>\n<\/p>\n<p><p>From the preceding output, you can see that our data points are sentences that are already annotated with phrases and POS tags metadata that will be useful in training our shallow parser model. We will leverage two chunking utility functions, tree2conlltags , to get triples of word, tag, and chunk tags for each token, and conlltags2tree to generate a parse tree from these token triples. Knowledge about the structure and syntax of language is helpful in many areas like text processing, annotation, and parsing for further operations such as text classification or summarization. Typical parsing techniques for understanding text syntax are mentioned below. We can see how our function helps expand the contractions from the preceding output. If we have enough examples, we can even train a deep learning model for better performance.<\/p>\n<\/p>\n<p><p>There definitely seems to be more positive articles across the news categories here as compared to our previous model. However, still looks like technology has the most negative articles and world, the most positive articles similar to our previous analysis. Let\u2019s now do a comparative analysis and see if we still get similar articles in the most <a href=\"https:\/\/play.google.com\/store\/apps\/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US\">ChatGPT App<\/a> positive and negative categories for world news. Looks like the average sentiment is the most positive in world and least positive in technology! However, these metrics might  be indicating that the model is predicting more articles as positive. Interestingly Trump features in both the most positive and the most negative world news articles.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"what is sentiment analysis in nlp\"\/><\/p>\n<p><p>We will now leverage spacy and print out the dependencies for each token in our news headline. 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<ul>\n<li>The problem of insufficient and imbalanced data is addressed by the meta-based self-training method with a meta-weighter (MSM)23.<\/li>\n<li>It can also be used as a framework for word representation to detect psychological stress in online or offline interviews.<\/li>\n<li>It aids in examining public opinion on social media platforms, aiding companies and content producers in content creation and marketing strategies.<\/li>\n<li>Stop words are the very common words like \u2018if\u2019, \u2018but\u2019, \u2018we\u2019, \u2018he\u2019, \u2018she\u2019, and \u2018they\u2019.<\/li>\n<li>Recent advancements in machine translation have sparked significant interest in its application to sentiment analysis.<\/li>\n<\/ul>\n<p><p>Compared to the model built with original imbalanced data, now the model behaves in opposite way. The precisions for the negative class are around 47~49%, but the recalls are way higher at 64~67%. What this means is that the classifier thinks a lot of things are negative.<\/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 sentiment analysis in nlp\"\/><\/p>\n<p><p>In summary, if you have thousands of sentences to process, start with a batch of a few half-dozen sentences and no more than 10 prompts to check on the reliability of the responses. Then, slowly increase the number <a href=\"https:\/\/chat.openai.com\/\">ChatGPT<\/a> to verify capacity and quality until you find the optimal prompt and rate that fits your task. It has several applications and thus can be used in several domains (e.g., finance, entertainment, psychology).<\/p>\n<\/p>\n<p><p>There is no universal stopword list, but we use a standard English language stopwords list from nltk. Do note that usually stemming has a fixed set of rules, hence, the root stems may not be lexicographically correct. Which means, the stemmed words may not be semantically correct, and might have a chance of not being present in the dictionary (as evident from the preceding output).<\/p>\n<\/p>\n<p><p>BERT can take one or two sentences as input and differentiate them using the special token [SEP]. The [CLS] token, which is unique to classification tasks, always appears at the beginning of the text17. Precision, Recall, and F-score of the trained networks for the positive and negative categories are reported in Tables 10 and 11. The inspection of the networks performance using the hybrid dataset indicates that the positive recall reached 0.91 with the Bi-GRU and Bi-LSTM architectures. Considering the positive category the recall or sensitivity measures the network ability to discriminate the actual positive entries69. The precision or confidence which measures the true positive accuracy registered 0.89 with the GRU-CNN architecture.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>6 Steps To Get Insights From Social Media With Natural Language Processing Create a DataLoader class for processing and loading of the data during training and inference phase. But this might not help much when we have multiple sentences with different polarity, hence sentence-level scoring with sentiment would help here. One thing I\u2019m not [&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-7345","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\/7345","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=7345"}],"version-history":[{"count":1,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/posts\/7345\/revisions"}],"predecessor-version":[{"id":7346,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=\/wp\/v2\/posts\/7345\/revisions\/7346"}],"wp:attachment":[{"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=7345"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=7345"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/visitthegambia.com\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=7345"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}