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	<title>AI News &#8211; Net Zipper Machine</title>
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		<title>OpenAI to launch GPT 5 aka Orion soon, their most powerful, closest-to-AGI LLM yet</title>
		<link>https://www.netzippermachine.com/2025/02/27/openai-to-launch-gpt-5-aka-orion-soon-their-most/</link>
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		<pubDate>Thu, 27 Feb 2025 16:27:49 +0000</pubDate>
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					<description><![CDATA[Writing The Best Generative AI Prompts Gets Revealed Via OpenAI Secret Meta-Prompts The best practices can be in your noggin and undertaken by hand, or&#8230;]]></description>
										<content:encoded><![CDATA[<p><h1>Writing The Best Generative AI Prompts Gets Revealed Via OpenAI Secret Meta-Prompts</h1>
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width="308px" alt="meta to generative ai year cto"/></p>
<p><p>The best practices can be in your noggin and undertaken by hand, or in this case the meta-prompt will get the AI to do so on your behalf. A meta-prompt is construed as any prompt that focuses on improving the composition of prompts and seeks to boost a given prompt into being a better prompt. If you are already a registered user of The Hindu and logged in, you may continue to engage with our articles. If you do not have an account please register and login to post comments. Users can access their older comments by logging into their accounts on Vuukle. The social media giant also plans to bring out new Gen AI-powered  ad features, such as tailored themes for different brand types, and AIs for business messaging on Messenger and WhatsApp.</p>
</p>
<p><p>Meanwhile, TCS is creating AI solutions using NVIDIA’s NIM Agents Blueprints for sectors including telecommunications, retail, manufacturing, automotive, and financial services. Its offerings feature NeMo-powered, domain-specific language models that can handle customer inquiries and respond to company-specific questions across all enterprise functions, such as IT, HR, and field operations. A model designed for partnersOne interesting twist is that GPT-5 might not be available to the general public upon release.</p>
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<p><p>Sure, we may not have many transparent and open-source alternatives to leading products today. For example, DuckDuckGo has barely any users compared to Google, and even social platforms like Mastodon can’t compare with Instagram and X. This isn’t because people don’t want to use these platforms; they just aren’t as capable as their bigger and more popular counterparts. On the other hand, we have companies like Mistral, who have labelled their large language model as ‘open weights’, in accordance with the Open Source Initiative’s direction. About a year ago, Open Source Initiative had criticised Meta in response to Yann LeCun’s post on X.</p>
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<p><p>Not likely, but IT leaders are regularly tasked with integrating genAI tools into the enterprise environment by corporate executives  expecting miracles. Amidst the mountains of vendor cheerleading for generative AI efforts, often amplified by enterprise board members, skeptical CIOs tend to feel outnumbered. But their cynical worries may now have some company, in the form of a report from Apple and an interview from Meta — both of which raise serious questions about whether genAI can actually do much of what its backers claim.</p>
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<p><h2>Ten Prompting Rules Distilled From The Meta-Prompt</h2>
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<p><p>A Step Closer to AGIWhile the world eagerly awaits the launch of GPT-5, reports indicate that the AI model is likely to arrive no sooner than early 2025. There was speculation about a December 2024 release, but a company spokesperson denied those rumours, possibly due to recent leadership changes within OpenAI, including the departure of former CTO Mira Murati. Reynolds encourages CIOs to slow down and be as minimalistic as practical. It’s easy to assume that the rare correct answers given by these tools are flashes of brilliance, rather than the genAI having gotten a lucky guess. “If they’re scraping the subtitles, they’re going to end up scraping from YouTube API, and from what I uploaded.</p>
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<p><p>Let’s now closely inspect a meta-prompt that OpenAI showcased at the Prompt Generation blog. There are other sample meta-prompts but I thought this one seems straightforward and exemplifies what a meta-prompt might conventionally contain. The good news is that you might not care how your prompt was revised and only care about the final generated results. In that sense, as long as the outcomes are solid, whatever hidden magic is taking place is fine with you.</p>
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<p><p>If you use Python for accessing API endpoints or web scraping, odds are you’re using either Python’s native http libraries or a third-party module like requests. In this video, we take a look at the httpx library — an easy, powerful, and future-proof way to make HTTP requests. It provides tools for everything from sending form data to handling multipart file uploads, and works with both synchronous and async code. The watsonx Code Assistant uses the newly announced Granite 3.0 models to provide general-purpose coding assistance across multiple programming languages. Looking ahead, Infosys aims to foster a collaborative working model where AI re-engineers processes and automates tasks, creating a future where humans and AI work seamlessly together. “Our next steps focus on building agentic systems and AI ‘workers’ to drive productivity and allow us to reimagine how we work,” concluded Tarafdar at the Microsoft summit.</p>
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<p><p>Henceforth, during that conversation, the AI will improve your prompts. Or simply use it whenever you are getting to a point where having the AI bolster your prompts seems a wise move. Meta has put its generative AI video system in the hands of some Hollywood filmmakers — hoping to build goodwill with the industry and gather feedback on how to improve the tool. “Generative AI enables advertisers to introduce new ad creative faster, yet there is still work to do on delivering outputs customized to every brands’ unique voice and visual style.</p>
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<p><p>Earlier this year, Stanford’s Foundation Model Transparency Index report stated that IBM’s Granite models achieved a 100% score in tests that measure the transparency and openness of an AI model. With the release of the latest Granite 3.0 LLM, IBM continues to adhere to its practice of maintaining transparency to a level previously unheard of in the AI industry. Given that humans proffer excuses all the time, we ought to not be surprised that in the pattern-matching and mimicry of generative AI we would undoubtedly and undoubtedly get similar excuses generated. The paper goes through various scenarios such as the Molotov cocktail and many others that are often used to test the restrictions of generative AI. For example, AI makers typically try to prevent their AI from emitting foul words. The AI is also usually restricted from making remarks that might lead to self-harm.</p>
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<p><h2>Ethical With a Business Motive</h2>
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<p><p>I’m sure that you are eager to see the actual text used in the meta-prompt. I show you my commentary version and then next show the relevant text from the actual meta-prompt. In addition to entertainment industry partners, Meta plans to also partner with digital-first content creators on Movie Gen.</p>
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<ul>
<li>Movie Gen can generate video clips up to 16 seconds in 1080p HD format (at 16 frames per second) with corresponding audio tracks.</li>
<li>For the past two years, the company has been pushing not just its clients but also its employees to use AI tools for their work.</li>
<li>The paper goes through various scenarios such as the Molotov cocktail and many others that are often used to test the restrictions of generative AI.</li>
</ul>
<p><p>Valuable lessons about prompting and prompting engineering are revealed via latest meta-prompts. Chaganty’s short film “i h8 ai” is available on Meta’s Movie Gen site (at this link) and on YouTube (watch below); the shorts from Affleck and the Spurlock Sisters will be shared at a later date. The site also hosts experimental videos created with the AI tool from creators such as artist Paige Piskin and travel photographer Eric Rubens. Still, Roese remains optimistic about the future, advising companies to focus on strategic AI implementations that align with their core competencies and leverage readily available off-the-shelf tools.</p>
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<p><h2>Having Meta-Prompts Hidden Behind The Scenes</h2>
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<p><p>So they’re actively stealing paid content,” said popular tech YouTuber Marques Brownlee in a podcast. With restrictions of generative AI, you can fool some of them some of the time, but you probably won’t be able to fool <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">ChatGPT App</a> all of them all of the time. Advancements in AI will increasingly make it tough to punch through the restrictions. Whether that’s good or bad depends upon your viewpoint of whether those restrictions are warranted.</p>
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" width="301px" alt="meta to generative ai year cto"/></p>
<p><p>As the demand for generative AI applications grew, Infosys built an AI infrastructure platform using Azure and its own AI cloud called Infosys Topaz. “This platform has enabled our employees to innovate at the edge, developing apps in weeks rather than months,” <a href="https://chat.openai.com/">ChatGPT</a> said Tarafdar. These applications are used not only by our clients but also by institutions like museums, enhancing their impact. In addition, the leadership also prioritised continuous learning, recognising that the 370,000-strong workforce stayed updated.</p>
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<p><p>Right now, most of the major generative AI apps have been set up by their respective AI makers to not tell you how to make a Molotov cocktail. This is being done in a sense voluntarily by the AI makers and there aren’t any across-the-board laws per se that stipulate they must enact such a restriction (for the latest on AI laws, see my coverage at the link here). You can foun additiona information about <a href="https://hardwaretimes.com/metadialog-ai-how-to-use-ai-to-deliver-better-customer-service/">ai customer service</a> and artificial intelligence and NLP. The overarching belief by AI makers is that the public at large would be in grand dismay if AI gave explanations for making explosive devices or discussing other societally disconcerting issues.</p>
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<p><h2>Marvel&#8217;s 2025 TV Slate Revealed, Including First Looks at ‘Wonder Man,’ Animated &#8216;Spider-Man&#8217; and &#8216;Wakanda&#8217; Shows</h2>
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<p><p>Perticarari blames enterprise executives and board members for falling victim to countless AI sales pitches. This also strengthens the historical sentiment, and the goal of making open source the winner in the world of the internet. “Our generative AI book of business now stands at more than $3 billion, up more than $1 billion quarter to quarter,” said Arvind Krishna, IBM’s CEO, in the Q earnings call.</p>
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<p><p>Instead, reports suggest it could be rolled out initially for OpenAI’s key partners, such as Microsoft, to power services like Copilot. This approach echoes how previous models like GPT-4o were handled, with enterprise solutions taking priority over consumer access. For instance, a communication agent running on a local machine can use tools like LangChain to talk to a monolithic large language model or an agent that can access real-time information about an organisation’s inventory.</p>
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<p><p>“In 2022, we began our journey to become an AI-first company, aiming to integrate AI into every aspect of our business. This meant embedding AI into our workflows and ensuring that all employees are AI-aware, skilled, and empowered to use AI tools effectively,” he said. Infosys, the Indian IT giant that claims to be doing incredibly well on generative AI, has begun swiftly integrating AI into its offerings.</p>
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<p><p>Something else that you might find of interest is that sometimes these multi-turn jailbreaks are being automated. Rather than you entering a series of prompts by hand, you invoke an auto-jailbreak tool. The tool then proceeds to interact with the AI and seek to jailbreak it. First, one issue is whether the restrictions deemed by AI makers ought to even be in place at <a href="https://www.metadialog.com/blog/generative-ai-guide-what-cio-cto-needs-to-know-about-gen-ai/">meta to generative ai year cto</a> the get-go (some see this as a form of arbitrary censorship by the AI firms). Second, these AI-breaking methods are generally well-known amongst insiders and hackers, thus there really isn’t much secretiveness involved. Third, and perhaps most importantly, there is value in getting the techniques onto the table which ultimately aids combatting the bamboozlement.</p>
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<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="304px" alt="meta to generative ai year cto"/></p>
<p><p>The response indicates that this is because Molotov cocktails are dangerous and illegal. Ways to break through generative AI restrictions by using handy tricks of wording. Our community is about connecting people through open and thoughtful conversations. We want our readers to share their views and exchange ideas and facts in a safe space. Really good prompts are said to be in the eye of the discerning beholder.</p>
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<p><p>A few days ago, Stefano Maffulli, the chief of the Open Source Initiative, accused Meta and their open-source large language models of polluting the term ‘open-source’. Either enter a meta-prompt at the start of your generative AI session or do so amid a session. If you want to set up a meta-prompt that will automatically activate whenever you use your account, use a feature known variously as customized instructions, see my coverage at the link here.</p>
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<p><p>Another thing to know about those bamboozlements is they customarily require carrying on a conversation with the generative AI. This might require a series of turns in the conversation, whereby you are taking a turn, and then the AI is taking a turn. One of the most commonly used examples of trying to test the boundaries of generative AI consists of asking about making a Molotov cocktail. This is an explosive device and some stridently insist that generative AI should not reveal how it is made.</p>
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<p><p>The AI can initially scrutinize the prompt and potentially make it a more on-target prompt. GitHub has extended Copilot’s model support to new Anthropic, Google, and OpenAI models and introduced GitHub Spark, an AI-driven tool for building web apps using natural language. “One key lesson we learned is that providing AI tools alone doesn’t drive adoption.” Hence, to fully realise the impact, Infosys trained all its employees to be AI-ready. This meant that whether they worked in finance, HR, sales, or operations, everyone was trained to effectively use AI tools and become skilled “prompt engineers”. GPT-5, or Orion, promises to outperform its predecessor, GPT-4o, in several key areas, including a larger context window, expanded knowledge base, and superior reasoning abilities.</p>
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<p><p>Specifically, the rise of agentic AI architectures represents a significant turning point. The six capabilities include retrieval augmented generation (RAG)-based chatbots, coding agents, content AI engines, data management agents, analytics agents and fine-tuning infrastructure. Roese said these capabilities were sufficient to implement over 300 AI use cases at Dell today. Tabnine AI agent is designed to enforce a development team’s best practices and standards throughout the software development process, using natural language rules.</p>
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<p><p>Moreover, Tech Mahindra’s recent Indus 2 launch, a Hindi-centric AI model, is powered by Nemotron-4-Hindi 4B, targeting local language engagement. The company has reskilled 45,000 employees, supporting their AI roadmap through an internal proficiency framework. “We have now trained and certified over 44,000 employees on advanced AI, and we also have a significant number of employees actively using AI developer tools across the company for all our clients,” said Pallia. For market research, we have built a proof-of-concept and, internally, we are leveraging many Llama models for our AI-first journey,” an Infosys representative told AIM. The person further added that they have several other use cases, such as production use cases and document summarisation. Meanwhile, at the Building AI Companions for India event in Bengaluru, Infosys CTO Rafee Tarafdar spoke about how Infosys was using Microsoft Copilot internally.</p>
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<p><p>Keep in mind that not all generative AI apps are the same, thus some of the techniques work on this one or that one but won’t work on others. Also, as mentioned, the AI makers are constantly boosting their safeguards, which means that a technique that once worked might no longer be of use. Let’s look at what happens when you ask about making a Molotov cocktail. ChatGPT is one of the most popular generative AI apps and has about 200 million active weekly users.</p>
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<p><p>It could be that the meta-prompt secretly works to boost your initial prompt and then immediately feeds the bolstered or revised prompt into the generative processing. All that you see is that you entered a prompt, and a generated result came out. For my comprehensive discussion and analysis of over fifty advanced prompting techniques, see the link here. The tech giant announced Thursday that it has been working with horror studio Blumhouse and select creators as part of a pilot program for Movie Gen, its generative-AI video models. “You’re effectively building the equivalent of teams of people with different skills,” said Roese. This allows for a more collaborative approach between humans and AI, where humans orchestrate and oversee the work of these digital agents.</p>
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<p><p>One big question is whether you ought to be able to see the bolstered prompt that is being fostered via the meta-prompt instructions. You can see that ChatGPT explained the basis for making the improvements, namely that my original prompt was rather vague. The revised prompt gives additional clues and makes clearer what I might want in the result or outcome of the prompt.</p>
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<p><p>In my example, I overtly entered a prompt that told ChatGPT about making prompting improvements. Plus, the same kind of meta-prompt instruction works for just about any major generative AI, including Claude, Gemini, Llama, etc. Not only can the AI briskly improve your prompt, but it can potentially supersize your prompt by adding all manner of specialized prompting techniques. This is especially handy if you aren’t already familiar with the ins and outs of advanced prompting techniques. The AI can readily do the heavy lifting for you and add notable wording that boosts your original prompt.</p>
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<p><p>The meta-prompt is often hidden within the generative AI and automatically gets activated each time you log into your account. In today’s column, I examine OpenAI’s special newly revealed meta-prompts that are used to supersize and improve the prompts that you enter into generative AI. Various media reports on the posting of OpenAI’s meta-prompts have been referring to them as a kind of secret sauce. Well, the secret is out now, and we can all relish and learn valuable lessons by inspecting the vital ingredients.</p>
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<p><h2>Meta, Apple say the quiet part out loud: The genAI emperor has no clothes</h2>
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<p><p>And because of their enormous memory capacity, they can seem to be reasoning, when in fact they’re merely regurgitating information they’ve already been trained on. The conclusions drawn by AI experts from Apple and Meta may help CIOs set more realistic expectations about what genAI models can and cannot do, now and in the near future. Most of the datasets on which the Granite model is trained are open-source datasets. This could propel research, development, and efforts to enhance these open-source datasets.</p>
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<h3>OpenAI brain drain: What to make of CTO Mira Murati’s sudden exit &#8211; Fast Company</h3>
<p>OpenAI brain drain: What to make of CTO Mira Murati’s sudden exit.</p>
<p>Posted: Thu, 26 Sep 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiogFBVV95cUxQRU5JR2FWaGxaekIxNFhyVjJsdC1tSXRLa0ZwbXNkQ05DVk5xMWk2UmFnNjk3UTMxbHJXN1dwamRWZ2YxMnBjUGlMOTF4bkRlZGprSVFzWGlhM1JHRVFWVEtlRkRUZDJ1Y3ZIelVpbjBrYnJQWXo1WHF0ei1NM3R2M3I2bkZKcGNxTlAyU3RrR2Qwbi1aZWN4VWU2TWdiYmlka3c?oc=5' rel="nofollow">source</a>]</p>
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<p><p>Meta’s generative AI ad features were previously tested with a limited group in an AI Sandbox, where the company received positive feedback, it said. Meta said that it is rolling out its first generative AI-enabled features for advertisers in its Ads Manager offering, with a global rollout slated to be done by next year. By giving developers the freedom to explore AI, organizations can remodel the developer role and equip their teams for the future. “It’s a differentiated strategy, and although we haven’t shared much yet, we are already having promising discussions with clients. The work has begun, and we’re integrating generative AI deeply across key areas,” he added.</p>
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<p><p>We’ll need to define new ways of partnering with brands and agencies to help train these models on brands’ unique perspective,” said Meta in a blog post. Addressing concerns around data leakage and agent management, Roese said different types of agents will require different lifecycle management approaches. Roese expects agentic architectures to become more mainstream with more standardisation, driving enterprises to adopt agent-oriented AI systems from the middle of 2025. “That will be probably the first time we start to see significant acceleration in the production of AI in the enterprise,” he said. “Enterprise AI is about understanding which processes in your enterprise make your enterprise work, and with the application of AI, being able to do those processes materially better,” he said. That means using AI to optimise supply chains, improve customer service and enhance product development.</p>
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" width="303px" alt="meta to generative ai year cto"/></p>
<p><p>Infosys introduced a personalised learning platform called Springboard to help employees acquire new technical skills and adapt to complex scenarios, making this approach mainstream across the organisation. “In my role, I interact with clients across various fields—blockchain, quantum computing, AI—and finding relevant information can be challenging,” said Tarafdar. This is what, he said, led the team to launch InfyMe, a personal assistant that helps employees access information quickly, improving efficiency in client interactions, powered by Microsoft Copilot.</p>
</p>
<div style='border: grey dashed 1px;padding: 10px;'>
<h3>An Interview with Meta CTO Andrew Bosworth About Orion and Reality Labs &#8211; Stratechery by Ben Thompson</h3>
<p>An Interview with Meta CTO Andrew Bosworth About Orion and Reality Labs.</p>
<p>Posted: Thu, 26 Sep 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiowFBVV95cUxNbkRMX21XdDRLMnZndERvUS1iTUw4Qm9UZFFsbEVXTEdEQ2M0QjhfaVAzaUo5Vzc0M2VpQW96ZnZ5QXJGNDVZQzlrTXNHemJKZU1pOHkzRWdfUmJNY2d1ZDkxeTVpeHpjb05HTERVenc5Ri1pR2J3NDllVUcxU2JtVThuaENkY3ZOemUxUnNNY0NVYVdkNEljbk5ldHhjWEZCUDNB?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Besides Microsoft and Meta, Infosys has also partnered with NVIDIA to incorporate NVIDIA AI Enterprise into its Infosys Topaz suite to enable businesses to rapidly implement and integrate generative AI into their workflows.</p></p>
]]></content:encoded>
					
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			<slash:comments>0</slash:comments>
		
		
			</item>
		<item>
		<title>Sentiment Analysis with NLP: A Deep Dive into Methods and Tools by Divine Jude</title>
		<link>https://www.netzippermachine.com/2024/08/30/sentiment-analysis-with-nlp-a-deep-dive-into/</link>
					<comments>https://www.netzippermachine.com/2024/08/30/sentiment-analysis-with-nlp-a-deep-dive-into/#respond</comments>
		
		<dc:creator><![CDATA[netmakina]]></dc:creator>
		<pubDate>Fri, 30 Aug 2024 14:34:55 +0000</pubDate>
				<category><![CDATA[AI News]]></category>
		<guid isPermaLink="false">https://www.netzippermachine.com/?p=469</guid>

					<description><![CDATA[A Guide to Sentiment Analysis using NLP This feature has been designed to enable Data Scientists or domain experts to influence and customize the machine&#8230;]]></description>
										<content:encoded><![CDATA[<p><h1>A Guide to Sentiment Analysis using NLP</h1>
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" width="306px" alt="sentiment analysis in nlp"/></p>
<p><p>This feature has been designed to enable Data Scientists or domain experts to influence and customize the machine learning optimization used by Driverless AI as per their business needs. In the healthcare industry, deep learning has the potential to improve medical document analysis for tasks such as automated coding and clinical decision support. For instance, a sentiment analysis model trained on product reviews might not effectively capture sentiments in healthcare-related text due to varying vocabularies and contexts. Sentiment Analysis, also known as Opinion Mining, is the process of determining the sentiment or emotional tone expressed in a piece of text. The goal is to classify the text as positive, negative, or neutral, and sometimes even categorize it further into emotions like happiness, sadness, anger, etc.</p>
</p>
<p><p>We examine crucial aspects like dataset selection, algorithm choice, language considerations, and emerging sentiment tasks. The suitability of established datasets (e.g., IMDB Movie Reviews, Twitter Sentiment Dataset) and deep learning techniques (e.g., BERT) for sentiment analysis is explored. While sentiment analysis has  made significant strides, it faces challenges such as deciphering sarcasm and irony, ensuring ethical use, and adapting to new domains.</p>
</p>
<div style='border: black solid 1px;padding: 15px;'>
<h3>Sentiment analysis of COP9-related tweets: a comparative study of pre-trained models and traditional techniques &#8211; Frontiers</h3>
<p>Sentiment analysis of COP9-related tweets: a comparative study of pre-trained models and traditional techniques.</p>
<p>Posted: Mon, 24 Jun 2024 08:24:42 GMT [<a href='https://news.google.com/rss/articles/CBMijwFBVV95cUxQakZsTjB1ekFfZ3R0djczQ2JZdFBsTnVSR0RVdzV0T2ticlo2TXprejY5OGFmTW9OdVFOb3ZIYnNaRVJYOWtoUExadk8yZVZveXR0M0tBQ3AzeTB1LW5uOGg1dXhDYkx3TXZGUFN3RG1rZVhBVVhoTzFNQ3ZkdWdWNzdaalhlZ3VBVjhKeC1yZw?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Here’s an example of our corpus transformed using the tf-idf preprocessor[3]. Don&#8217;t learn about downtime from your customers, be the first to know with Ping Bot. The idea behind the TF-IDF approach is that the words that occur less in all the documents and more in individual documents contribute more towards classification. Next, we remove all the single characters left as a result of removing the special character using the re.sub(r&#8217;\s+[a-zA-Z]\s+&#8217;, &#8216; &#8216;, processed_feature) regular expression. For instance, if we remove the special character &#8216; from Jack&#8217;s and replace it with space, we are left with Jack s. Here s has no meaning, so we remove it by replacing all single characters with a space.</p>
</p>
<p><h2>Sentiment Analysis Challenges</h2>
</p>
<p><p>If the rating is 5 then it is very positive, 2 then negative, and 3 then neutral. To incorporate this into a function that normalizes a sentence, you should first generate the tags for each token in the text, and then lemmatize each word using the tag. Stemming, working with only simple verb forms, is a heuristic process that removes the ends of words.</p>
</p>
<p><p>Otherwise, you may end up with mixedCase or capitalized stop words still in your list. We have created this notebook so you can use it through this tutorial in Google Colab. By analyzing these reviews, the company can conclude that they need to focus on promoting their sandwiches and improving their burger quality to increase overall sales.</p>
</p>
<ul>
<li>For a more in-depth description of this approach, I recommend the interesting and useful paper Deep Learning for Aspect-based Sentiment Analysis by Bo Wanf and Min Liu from Stanford University.</li>
<li>In this article, we will see how we can perform sentiment analysis of text data.</li>
<li>You also explored some of its limitations, such as not detecting sarcasm in particular examples.</li>
<li>It’s common that within a piece of text, some subjects will be criticized and some praised.</li>
</ul>
<p><p>Here’s a detailed guide on various considerations that one must take care of while performing sentiment analysis. Sentiment analysis can be used to categorize text into a variety of sentiments. For simplicity and availability of the training dataset, this tutorial helps you train your model in only two categories, positive and negative.</p>
</p>
<p><p>In CPU environment, predict_proba took ~14 minutes while batch_predict_proba took ~40 minutes, that is almost 3 times longer. These are the class id for the class labels which will be used to train the model. Consider the phrase “I like the movie, but the soundtrack is awful.” The sentiment toward the movie and soundtrack might differ, posing a challenge for accurate analysis. The bar graph clearly shows the dominance of positive sentiment towards the new skincare line. This indicates a promising market reception and encourages further investment in marketing efforts.</p>
</p>
<p><p>Sentiment analysis using NLP stands as a powerful tool in deciphering the complex landscape of human emotions embedded within textual data. The polarity of sentiments identified helps in evaluating brand reputation and other significant use cases. These challenges highlight the complexity of human language and communication. Overcoming them requires advanced NLP techniques, deep learning models, and a large amount of diverse and well-labelled training data. Despite these challenges, sentiment analysis continues to be a rapidly evolving field with vast potential. SaaS sentiment analysis tools can be up and running with just a few simple steps and are a good option for businesses who aren’t ready to make the investment necessary to build their own.</p>
</p>
<p><p>If you are looking to for an out-of-the-box sentiment analysis model, check out my previous article on how to perform sentiment analysis in python with just 3 lines of code. Sentiment analysis, also known as opinion mining, is a technique used in natural language processing (NLP) to identify and extract sentiments or opinions expressed in text data. The primary objective of sentiment analysis is to comprehend the sentiment enclosed within a text, whether positive, negative, or neutral. However, these adaptations require extensive data curation and model fine-tuning, intensifying the complexity of sentiment analysis tasks.</p>
</p>
<p><p>For example, the phrase “sick burn” can carry many radically different meanings. Transformer models can process large amounts of text in parallel, and can capture the context, semantics, and nuances of language better than previous models. Transformer models can be either pre-trained or fine-tuned, depending on whether they use a general or a specific domain of data for training.</p>
</p>
<p><p>Notice pos_tag() on lines 14 and 18, which tags words by their part of speech. First, you&#8217;ll use Tweepy, an easy-to-use Python library for getting tweets mentioning #NFTs using the Twitter API. Then, you will use a sentiment analysis model from the 🤗Hub to analyze these tweets.</p>
</p>
<p><p>As you may have guessed, NLTK also has the BigramCollocationFinder and QuadgramCollocationFinder classes for bigrams and quadgrams, respectively. All these classes have a number of utilities to give you information about all identified collocations. Note that .concordance() already ignores case, allowing you to see the context of all case variants of a word in order of appearance. Note also that this function doesn’t show you the location of each word in the text. Remember that punctuation will be counted as individual words, so use str.isalpha() to filter them out later. Make sure to specify english as the desired language since this corpus contains stop words in various languages.</p>
</p>
<p><h2>Setup</h2>
</p>
<p><p>Note that you build a list of individual words with the corpus’s .words() method, but you use str.isalpha() to include only the words that are made up of letters. Otherwise, your word list may end up with “words” that are only punctuation marks. While this will install the NLTK module, you’ll still need to obtain a few additional resources.</p>
</p>
<p><p>Despite these challenges, sentiment analysis is continually progressing with more advanced algorithms and models that can better capture the complexities of human sentiment in written text. NLTK, which stands for Natural Language Toolkit, is a powerful and comprehensive library for working with human language data in Python. It provides easy-to-use interfaces to perform tasks such as tokenization, stemming, tagging, parsing, and more. NLTK is widely used in natural language processing (NLP) and text mining applications. In conclusion, Sentiment Analysis with NLP is a versatile technique that can provide valuable insights into textual data.</p>
</p>
<ul>
<li>If you are looking to for an out-of-the-box sentiment analysis model, check out my previous article on how to perform sentiment analysis in python with just 3 lines of code.</li>
<li>As we can see that our model performed very well in classifying the sentiments, with an Accuracy score, Precision and Recall of approx.</li>
<li>The primary objective of sentiment analysis is to comprehend the sentiment enclosed within a text, whether positive, negative, or neutral.</li>
<li>To avoid bias, you’ve added code to randomly arrange the data using the .shuffle() method of random.</li>
</ul>
<p><p>Next, you will set up the credentials for interacting with the Twitter API. Then, you have to create a new project and connect an app to get an API key and token. And then, we can view all the models and their respective parameters, mean test score and rank as&nbsp; GridSearchCV stores all the results in the&nbsp;cv_results_&nbsp;attribute. Scikit-Learn&nbsp;provides a neat way of performing the bag of words technique using&nbsp;CountVectorizer. But first, we will create an object of WordNetLemmatizer and then we will perform the transformation.</p>
</p>
<p><p>NLTK offers a few built-in classifiers that are suitable for various types of analyses, including sentiment analysis. The trick is to figure out which properties of your dataset are useful in classifying each piece <a href="https://www.metadialog.com/blog/sentiment-analysis-and-nlp/">sentiment analysis in nlp</a> of data into your desired categories. You can foun additiona information about <a href="https://www.downloadsource.net/how-to-use-metadialog-ai-in-fintech-to-optimize-your-cx/n/23524/">ai customer service</a> and artificial intelligence and NLP. A Sentiment Analysis Model is crucial for identifying patterns in user reviews, as initial customer preferences may lead to a skewed perception of positive feedback.</p>
</p>
<p><p>A. Sentiment analysis is a technique used to determine whether a piece of text (like a review or a tweet) expresses a positive, negative, or neutral sentiment. It helps in understanding people’s opinions and feelings from written language. To understand user perception and assess the campaign’s effectiveness, Nike analyzed the sentiment of comments on its Instagram posts related to the new shoes.</p>
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<p><p>Some of them are text samples, and others are data models that certain NLTK functions require. You’ll begin by installing some prerequisites, including NLTK itself as well as specific resources you’ll need throughout this tutorial. We will pass this as a parameter to GridSearchCV to train our random forest classifier model using all possible combinations of these parameters to find the best model. ‘ngram_range’ is a parameter, which we use to give importance to the combination of words, such as, “social media” has a different meaning than “social” and “media” separately.</p>
</p>
<p><p>Words that occur in all documents are too common and are not very useful for classification. Similarly, min-df is set to 7 which shows that include words that occur in at least 7 documents. In the script above, we start by removing all the special characters from the tweets.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="308px" alt="sentiment analysis in nlp"/></p>
<p><p>Here, the Chronological Leader Algorithm Hierarchical Attention Network (CLA_HAN) is presented for SA of Twitter data. Firstly, the input Twitter data concerned is subjected to a data partitioning phase. The data partitioning of input Tweets are conducted by Deep Embedded Clustering (DEC). Thereafter, partitioned data is subjected to MapReduce framework, which comprises of mapper and reducer phase. In the mapper phase, Bidirectional Encoder Representations from Transformers (BERT) tokenization and feature extraction are accomplished.</p>
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<p><p>Now, we will concatenate these two data frames, as we will be using cross-validation and we have a separate test dataset, so we don’t need a separate validation set of data. ArXivLabs is a framework that allows collaborators to develop and share new arXiv features directly on our website. Terminology Alert — Ngram is a sequence of ’n’ of words in a row or sentence. ‘ngram_range’ is a parameter, which we use to give importance to the combination of words.</p>
</p>
<p><h2>Theoretical Background and Review</h2>
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<p><p>Building a corpus can be as simple as loading some plain text or as complex as labeling and categorizing each sentence. Refer to NLTK’s documentation for more information on how to work with corpus readers. Soon, you’ll learn about frequency distributions, concordance, and collocations. All these models are automatically uploaded to the Hub and deployed for production. You can use any of these models to start analyzing new data right away by using the pipeline class as shown in previous sections of this post. For training, you will be using the Trainer API, which is optimized for fine-tuning Transformers🤗 models such as DistilBERT, BERT and RoBERTa.</p>
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<p><p>Natural language processing (NLP) is one of the cornerstones of artificial intelligence (AI) and machine learning (ML). A sentiment analysis task is usually modeled as a classification problem, whereby a classifier is fed a text and returns a category, e.g. positive, negative, or neutral. Rules-based sentiment analysis, for example, can be an effective way to build a foundation for PoS tagging and sentiment analysis. This is where machine learning can step in to shoulder the load of complex natural language processing tasks, such as understanding double-meanings. Machine learning also helps data analysts solve tricky problems caused by the evolution of language.</p>
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<p><p>Now, we will create a custom encoder to convert categorical target labels to numerical form, i.e. (0 and 1). As we will be using cross-validation and we have a separate test dataset as well, so we don’t need a separate validation set of data. So, we will concatenate these two Data Frames, and then we will reset the index to avoid duplicate indexes. This is why <a href="https://play.google.com/store/apps/datasafety?id=pl.edu.pg.chatpg&amp;hl=cs&amp;gl=US">Chat GPT</a> we need a process that makes the computers understand the Natural Language as we humans do, and this is what we call Natural Language Processing(NLP). Now, we will create a Sentiment Analysis Model, but it’s easier said than done. NLP has many tasks such as Text Generation, Text Classification, Machine Translation, Speech Recognition, Sentiment Analysis, etc.</p>
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<p><p>Fine-grained, or graded, sentiment analysis is a type of sentiment analysis that groups text into different emotions and the level of emotion being expressed. The emotion is then graded on a scale of zero to 100, similar to the way consumer websites deploy star-ratings to measure customer satisfaction. The analysis revealed a correlation between lower star ratings and negative sentiment in the textual reviews. Common themes in negative reviews included app crashes,&nbsp;difficulty progressing through lessons,&nbsp;and lack of engaging content. Positive reviews praised the app’s effectiveness,&nbsp;user interface,&nbsp;and variety of languages offered. Negative comments expressed dissatisfaction with the price, fit, or availability.</p>
</p>
<p><p>You can fine-tune a model using Trainer API to build on top of large language models and get state-of-the-art results. If you want something even easier, you can use AutoNLP to train custom machine learning models by simply uploading data. Sentiment analysis is a powerful tool in Natural Language Processing (NLP) that allows us to understand and interpret the emotions and sentiments expressed in text data. With the advancements in deep learning techniques, sentiment analysis has become even more accurate and efficient, leading to its adoption in various real-life applications.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="sentiment analysis in nlp"/></p>
<p><p>Agents can use sentiment insights to respond with more empathy and personalize their communication based on the customer’s emotional state. Picture when authors talk about different people, products, or companies (or aspects of them) in an article or review. It’s common that within a piece of text, some subjects will be criticized and some praised. Run an experiment where the target column is airline_sentiment using only the default Transformers.</p>
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<p><p>You need the averaged_perceptron_tagger resource to determine the context of a word in a sentence. In this tutorial you will use the process of lemmatization, which normalizes a word with the context of vocabulary and morphological analysis of words in text. The lemmatization algorithm analyzes the structure of the word and its context to convert it to a normalized form. A comparison of stemming and lemmatization ultimately comes down to a trade off between speed and accuracy. You will use the NLTK package in Python for all NLP tasks in this tutorial.</p>
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<p><p>This level of extreme variation can impact the results of sentiment analysis NLP. However, If machine models keep evolving with the language and their deep learning techniques keep improving, this challenge will eventually be postponed. However, sometimes, they tend to impose a wrong analysis based on given data.</p>
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<p><p>And the roc curve and confusion matrix are great as well which means that our model can classify the labels accurately, with fewer chances of error. We will use this dataset, which is available on Kaggle for sentiment analysis, which consists of sentences and their respective sentiment as a target variable. In this section, we will explore the process of implementing chatbots using deep learning techniques. We will dive into the different steps involved in building a chatbot and how deep learning is utilized at each stage. In particular, recurrent neural networks (RNNs) have been widely used for developing chatbot models.</p>
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<p><p>The classification report shows that our model has an 84% accuracy rate and performs equally well on both positive and negative sentiments. In conclusion, sentiment analysis is a crucial tool in deciphering the mood and opinions expressed in textual data, providing valuable insights for businesses and individuals alike. By classifying text as positive, negative, or neutral, <a href="https://chat.openai.com/">https://chat.openai.com/</a> sentiment analysis aids in understanding customer sentiments, improving brand reputation, and making informed business decisions. It encompasses a wide array of tasks, including text classification, named entity recognition, and sentiment analysis. Semantic analysis, on the other hand, goes beyond sentiment and aims to comprehend the meaning and context of the text.</p>
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<p><h2>NLP — Getting started with Sentiment Analysis</h2>
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<p><p>I am eager to learn and contribute to a collaborative team environment through writing and development. Discover how artificial intelligence leverages computers and machines to mimic the problem-solving and decision-making capabilities of the human mind. Discover the power of integrating a data lakehouse strategy into your data architecture, including enhancements to scale AI and cost optimization opportunities. In the marketing area where a particular product needs to be reviewed as good or bad. Notice that the function removes all @ mentions, stop words, and converts the words to lowercase. In addition to this, you will also remove stop words using a built-in set of stop words in NLTK, which needs to be downloaded separately.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="sentiment analysis in nlp"/></p>
<p><p>Sentiment analysis–also known as conversation mining– is a technique that lets you analyze ​​opinions, sentiments, and perceptions. In a business context, Sentiment analysis enables organizations to understand their customers better, earn more revenue, and improve their products and services based on customer feedback. Another approach to sentiment analysis is to use machine learning models, which are algorithms that learn from data and make predictions based on patterns and features. You can foun additiona information about ai customer service and artificial intelligence and NLP. Sentiment analysis, also referred to as opinion mining, is an approach to natural language processing (NLP) that identifies the emotional tone behind a body of text.</p>
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<p><p>NLP models enable computers to understand, interpret, and generate human language, making them invaluable across numerous industries and applications. Advancements in AI and access to large datasets have significantly improved NLP models’ ability to understand human language context, nuances, and subtleties. By turning sentiment analysis tools on the market in general and not just on their own products, organizations can spot trends and identify new opportunities for growth. Maybe a competitor’s new campaign isn’t connecting with its audience the way they expected, or perhaps someone famous has used a product in a social media post increasing demand. Sentiment analysis tools can help spot trends in news articles, online reviews and on social media platforms, and alert decision makers in real time so they can take action. Sentiment analysis uses natural language processing (NLP) and machine learning (ML) technologies to train computer software to analyze and interpret text in a way similar to humans.</p>
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<p><p>Natural Language Processing (NLP) and Deep Learning are two rapidly growing fields that have gained immense popularity in recent years. Together, they have revolutionized the way machines understand and analyze human language. A. The objective of sentiment analysis is to automatically identify and extract subjective information from text. It helps businesses and organizations understand public opinion, monitor brand reputation, improve customer service, and gain insights into market trends. Chatbots have become increasingly popular in recent years as a way for businesses to interact with their customers. These virtual assistants use natural language processing (NLP) techniques to understand and respond to human queries and are becoming more sophisticated thanks to advancements in deep learning.</p>
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<p><h2>Text Sentiment Analysis in NLP</h2>
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<p><p>In this step you will install NLTK and download the sample tweets that you will use to train and test your model. This article assumes that you are familiar with the basics of Python (see our How To Code in Python 3 series), primarily the use of data structures, classes, and methods. The tutorial assumes that you have no background in NLP and nltk, although some knowledge on it is an added advantage. Note also that you’re able to filter the list of file IDs by specifying categories. This categorization is a feature specific to this corpus and others of the same type. One of them is .vocab(), which is worth mentioning because it creates a frequency distribution for a given text.</p>
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<div style='border: grey dashed 1px;padding: 14px;'>
<h3>Promise and Perils of Sentiment Analysis &#8211; No Jitter</h3>
<p>Promise and Perils of Sentiment Analysis.</p>
<p>Posted: Wed, 26 Jun 2024 07:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMijgFBVV95cUxNMmNJSFFOYjZLSFVwTEFNSkQ0UEZpOWxsR2R0YzlDeEd0Q1RSeFViOVZ3U1VIUEJfYkI0Y2Jmbk55TG04ZGQwMkgtQzBhUVVxbTNBNll6dGlDc0pqelBuUHdtaF84UW5WMUx5R0prQ09hb08yVmdBS1NyeUstN1RZX0M5amk0dzhBTThtQzZR?oc=5' rel="nofollow">source</a>]</p>
</div>
<p><p>Similarly, to remove @ mentions, the code substitutes the relevant part of text using regular expressions. The code uses the re library to search @ symbols, followed by numbers, letters, or _, and replaces them with an empty string. The function lemmatize_sentence first gets the position tag of each token of a tweet. Within the if statement, if the tag starts with NN, the token is assigned as a noun. This code imports the WordNetLemmatizer class and initializes it to a variable, lemmatizer. In general, if a tag starts with NN, the word is a noun and if it stars with VB, the word is a verb.</p>
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<p><p>They are generally irrelevant when processing language, unless a specific use case warrants their inclusion. If you would like to use your own dataset, you can gather tweets from a specific time period, user, or hashtag by using the Twitter API. Now you’ve reached over 73 percent accuracy before even adding a second feature! While this doesn’t mean that the MLPClassifier will continue to be the best one as you engineer new features, having additional classification algorithms at your disposal is clearly advantageous. Many of the classifiers that scikit-learn provides can be instantiated quickly since they have defaults that often work well.</p>
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<p><p>Chatbots, also known as virtual assistants, have become an integral part of our daily lives. From customer service to personal assistance, chatbots are being used in various industries to improve efficiency and enhance user experience. In recent years, there has been a significant advancement in natural language processing (NLP) thanks to deep learning techniques. These techniques have revolutionized the way chatbots are built and function. Sentiment analysis is a technique used in NLP to identify sentiments in text data.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="307px" alt="sentiment analysis in nlp"/></p>
<p><p>As the data is in text format, separated by semicolons and without column names, we will create the data frame with read_csv() and parameters as “delimiter” and “names” respectively. In this article, I compile various techniques of how to perform SA, ranging from simple ones like TextBlob and NLTK to more advanced ones like Sklearn and Long Short Term Memory (LSTM) networks. We use Sklearn’s classification_reportto obtain the precision, recall, f1 and accuracy scores. To find the class probabilities we take a softmax across the unnormalized scores. The class with the highest class probabilities is taken to be the predicted class. The id2label attribute which we stored in the model&#8217;s configuration earlier on can be used to map the class id (0-4) to the class labels (1 star, 2 stars..).</p>
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<p><p>The rise of artificial intelligence (AI) has paved the way for many advancements in the field of natural language processing (NLP). One of the most exciting developments in this area is the development and use of chatbots. Chatbots are computer  programs designed to simulate conversation with human users, using natural language processing techniques. One of the most significant advantages of combining NLP with deep learning is its ability to handle language variations such as slang words or typos.</p>
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<p><p>The process of analyzing natural language and making sense out of it falls under the field of Natural Language Processing (NLP). Sentiment analysis is a common NLP task, which involves classifying texts or parts of texts into a pre-defined sentiment. You will use the Natural Language Toolkit (NLTK), a commonly used NLP library in Python, to analyze textual data. Natural language processors use the analysis instincts and provide you with accurate motivations and responses hidden behind the customer feedback data.</p>
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<p><p>Sentiment analysis, also known as opinion mining, is the process of using natural language processing (NLP) techniques to identify and extract subjective information from text. It involves analyzing written or spoken words to determine the overall sentiment or attitude expressed towards a particular topic, product, or service. In recent years, sentiment analysis has gained significant attention due to its relevance in various industries such as marketing, customer service, and social media. Creating a sentiment analysis ruleset to account for every potential meaning is impossible. But if you feed a machine learning model with a few thousand pre-tagged examples, it can learn to understand what “sick burn” means in the context of video gaming, versus in the context of healthcare.</p>
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<p><p>As the last step before we train our algorithms, we need to divide our data into training and testing sets. The training set will be used to train the algorithm while the test set will be used to evaluate the performance of the machine learning model. The polarity of a text is the most commonly used metric for gauging textual emotion and is expressed by the software as a numerical rating on a scale of one to 100. Zero represents a neutral sentiment and 100 represents the most extreme sentiment. Let’s consider a scenario, if we want to analyze whether a product is satisfying customer requirements, or is there a need for this product in the market.</p>
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<p><p>Graded sentiment analysis (or fine-grained analysis) is when content is not polarized into positive, neutral, or negative. Instead, it is assigned a grade on a given scale that allows for a much more nuanced analysis. For example, on a scale of 1-10, 1 could mean very negative, and 10 very positive. Rather than just three possible answers, sentiment analysis now gives us 10. The scale and range is determined by the team carrying out the analysis, depending on the level of variety and insight they need. Therefore, this is where Sentiment Analysis and Machine Learning comes into play, which makes the whole process seamless.</p>
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<p><p>As NLP evolves, smart assistants are now being trained to provide more than just one-way answers. We can view a sample of the contents of the dataset using the “sample” method of pandas, and check the dimensions using the “shape” method. But over time when the no. of reviews increases, there might be a situation where the positive reviews are overtaken by more no. of negative reviews.</p>
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<p><p>And you can apply similar training methods to understand other double-meanings as well. Sentiment analysis helps data analysts within large enterprises gauge public opinion, conduct nuanced market research, monitor brand and product reputation, and understand customer experiences. Deep learning has revolutionized the field of natural language processing (NLP) and has paved the way for more advanced applications such as sentiment analysis. Sentiment analysis is a technique used to identify and extract emotions, opinions, attitudes, and feelings expressed in text data.</p>
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<p><p>In this article, we’ll take a deep dive into the methods and tools for performing Sentiment Analysis with NLP. Using pre-trained models publicly available on the Hub is a great way to get started right away with sentiment analysis. These models use deep learning architectures such as transformers that achieve state-of-the-art performance on sentiment analysis and other machine learning tasks. However, you can fine-tune a model with your own data to further improve the sentiment analysis results and get an extra boost of accuracy in your particular use case.</p>
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<p><p>Scikit-Learn provides a neat way of performing the bag of words technique using CountVectorizer. So, first, we will create an object of WordNetLemmatizer and then we will perform the transformation. Then, we will perform lemmatization on each word, i.e. change the different forms of a word into a single item called a lemma. Terminology Alert — Stopwords are commonly used words in a sentence such as “the”, “an”, “to” etc. which do not add much value.</p>
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<p><p>Again, we can look at not just the volume of mentions, but the individual and overall quality of those mentions. This is exactly the kind of PR catastrophe you can avoid with sentiment analysis. It’s an example of why it’s important to care, not only about if people are talking about your brand, but how they’re talking about it. The following code computes sentiment for all our news articles and shows summary statistics of general sentiment per news category. As the company behind Elasticsearch, we bring our features and support to your Elastic clusters in the cloud.</p>
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<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="309px" alt="sentiment analysis in nlp"/></p>
<p><p>Strong, cloud-based, AI-enhanced customer sentiment analysis tools help organizations deliver business intelligence from their customer data at scale, without expending unnecessary resources. Duolingo, a popular language learning app, received a significant number of negative reviews on the Play Store citing app crashes and difficulty completing lessons. To understand the specific issues and improve customer service, Duolingo employed sentiment analysis on their Play Store reviews. To further strengthen the model, you could considering adding more categories like excitement and anger. In this tutorial, you have only scratched the surface by building a rudimentary model.</p></p>
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