In this tutorial, you’ll use the IMBD dataset to fine-tune a DistilBERT model for sentiment analysis. Are you interested in doing sentiment analysis in languages such as Spanish, French, Italian or German? On the Hub, you will find many models fine-tuned for different use cases and ~28 languages. You can check out the complete list of sentiment analysis models here and filter at the left according to the language of your interest. Sentiment analysis is the automated process of tagging data according to their sentiment, such as positive, negative and neutral. Sentiment analysis allows companies to analyze data at scale, detect insights and automate processes.
A conference on Natural Language Processing promotes greater … – Education Times
A conference on Natural Language Processing promotes greater ….
Posted: Fri, 23 Dec 2022 08:58:19 GMT [source]
If we changed the question to “what did you not like”, the polarity would be completely reversed. Sometimes, it’s not the question but the rating that provides the context. The first sentence is clearly subjective and most people would say that the sentiment is positive. The second sentence is objective and would be classified as neutral. LSTMs have their limitations especially when it comes to long sentences.
Multi-layered sentiment analysis and why it is important
This makes it really easy for stakeholders to understand at a glance what is influencing key business metrics. This allows you to quickly identify the areas of your business where customers are not satisfied. You can then use these Sentiment Analysis And NLP insights to drive your business strategy and make improvements. Building your own sentiment analysis solution takes considerable time. The minimum time required to build a basic sentiment analysis solution is around 4-6 months.
The key part for mastering sentiment analysis is working on different datasets and experimenting with different approaches. First, you’ll need to get your hands on data and procure a dataset which you will use to carry out your experiments. Bing Liu is a thought leader in the field of machine learning and has written a book about sentiment analysis and opinion mining. Brands of all shapes and sizes have meaningful interactions with customers, leads, even their competition, all across social media. By monitoring these conversations you can understand customer sentiment in real time and over time, so you can detect disgruntled customers immediately and respond as soon as possible. But with sentiment analysis tools, Chewy could plug in their 5,639 TrustPilot reviews to gain instant sentiment analysis insights.
Sentiment analysis APIs
Python is a popular language for sentiment analysis because it has several libraries that make it easy to process text data. For example, the Natural Language Toolkit is a popular library for performing text classification and includes several pre-trained classifiers that can be used for sentiment analysis. Finally I deployed an example model at my demo website to show the power of pre-trained NLP models using real time twitter data with English tweets only.
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)
Various stages of the features appear throughout the iteration of the data. These can be viewed by hovering over points on the Iteration Data – Validation Graph while the Variable Importance section updates its variables accordingly. Hybrid sentiment analysis systems combine machine learning with traditional rules to make up for the deficiencies of each approach. In this document,linguiniis described bygreat, which deserves a positive sentiment score. Depending on the exact sentiment score each phrase is given, the two may cancel each other out and return neutral sentiment for the document.
Feature vector formation
Is a NLP technique that identifies and assesses the emotions or tones detected in-text samples. For example, the process can notice whether the sentiment in a text is positive or negative and to what degree. Whether it be an email, social media post, news story, or report, sentiment analysis can quickly determine the tone and emotions evoked in the text. This “bag of words” approach is an old-school way to perform sentiment analysis, says Hayley Sutherland, senior research analyst for conversational AI and intelligent knowledge discovery at IDC. “But it can be great for really large sets of text,” she says.
What are Large Language Models (LLMs)? Applications and Types of LLMs – MarkTechPost
What are Large Language Models (LLMs)? Applications and Types of LLMs.
Posted: Tue, 29 Nov 2022 08:00:00 GMT [source]
For example, let’s say you have a community where people report technical issues. A sentiment analysis algorithm can find those posts where people are particularly frustrated. Finally, companies can also quickly identify customers reporting strongly negative experiences and rectify urgent issues. Tracking your customers’ sentiment over time can help you identify and address emerging issues before they become bigger problems. Polyglot is a Python library that provides support for a wide range of natural language processing tasks. It offers an interface that is much simpler to use than the NLTK library.
What is a sentiment library?
There are also some other libraries like NLTK , which is very useful for pre-processing of data and also has its own pre-trained model for sentiment analysis. The experimental result is promising, both in terms of the sentence-level categorization and the review-level categorization. It was observed that the averaged sentiment score is a strong feature by itself, since it is able to achieve an F1 score over 0.8 for the sentence-level categorization with the complete set.
![Sentiment Analysis And 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)