{"id":809,"date":"2023-04-13T16:53:38","date_gmt":"2023-04-13T16:53:38","guid":{"rendered":"https:\/\/edv-service-jacob.de\/?p=809"},"modified":"2023-07-06T07:47:50","modified_gmt":"2023-07-06T07:47:50","slug":"how-much-data-is-required-for-machine-learning","status":"publish","type":"post","link":"https:\/\/edv-service-jacob.de\/index.php\/2023\/04\/13\/how-much-data-is-required-for-machine-learning\/","title":{"rendered":"How Much Data Is Required for Machine Learning?"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"302px\" alt=\"best nlp algorithms\"\/><\/p>\n<p><p>NLP has existed for more than 50 years and has roots in the field of linguistics. It has a variety of real-world applications in a number of fields, including medical research, search engines and business intelligence. The Transformer architecture makes  it possible to parallelize ML training extremely efficiently.<\/p>\n<\/p>\n<ul>\n<li>As we observe in the output, the text is now clean of all HTML tags, it has converted emojis to their word forms and corrected the text for any punctuations and special characters.<\/li>\n<li>From recipes, to song lyrics, to understanding user manuals, machine translations help people decode information that they wouldn\u2019t have been able to otherwise.<\/li>\n<li>Socher et al. (2012) classified semantic relationships such as cause-effect or topic-message between nominals in a sentence by building a single compositional semantics for the minimal constituent including both terms.<\/li>\n<li>It is a type of machine learning that works based on the structure and function of the human brain.<\/li>\n<li>We often use abstract terms, sarcasm, and other elements that rely on the other speaker knowing the context.<\/li>\n<li>This can be explained because of the quality of the text (we can imagine that tweets are lower-quality texts compared to scientific papers or press articles for example).<\/li>\n<\/ul>\n<p><p>But deep learning is a more flexible, intuitive approach in which algorithms learn to identify speakers&#8216; intent from many examples &#8212; almost like how a child would learn human language. However, the focus has been shifting towards creating networks that learn general models of language and work well for a variety of&nbsp; tasks, from discriminating word senses to selecting the best answer to a question. These general networks often are built as &nbsp;so-called \u201ctransformer\u201d models,&nbsp; such as&nbsp; BERT, GPT-2 and XLNet, which are good for classification problems involving pairs of sequences. Transformers pair two general purpose subnetworks, an \u201cencoder\u201d, and a \u201cdecoder\u201d. (See Figure 2.11 for an illustration.) The encoder is trained to model input sequences. To put it in simple terms, NLP is an aspect of AI that aims at making machines understand human communication.<\/p>\n<\/p>\n<p><h2>Semantic based search<\/h2>\n<\/p>\n<p><p>CNNs turned out to be the natural choice given their effectiveness in computer vision tasks (Krizhevsky et al., 2012; Razavian et al., 2014; Jia et al., 2014). The pre-training task for popular language models like BERT and XLNet involves masking a small subset of unlabeled input and then training the network to recover this original input. Even though it works quite well, this approach is not particularly data-efficient as it learns from only a small fraction of tokens (typically ~15%). As an alternative, the researchers from Stanford University and Google Brain propose a new pre-training task called replaced token detection. Instead of masking, they suggest replacing some tokens with plausible alternatives generated by a small language model.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"best nlp algorithms\"\/><\/p>\n<p><p>Training is computationally expensive, often done on private datasets of different sizes, and, as we will show, hyperparameter choices have significant impact on the final results. We present a replication study of BERT pretraining (Devlin et al., 2019) that carefully measures the impact of many key hyperparameters and training data size. We find that BERT was significantly undertrained, and can match or exceed the performance of every model published after it. These results highlight the importance of previously overlooked design choices, and raise questions about the source of recently reported improvements. In this paper, the OpenAI team demonstrates that pre-trained language models can be used to solve downstream tasks without any parameter or architecture modifications.<\/p>\n<\/p>\n<p><h2>nlp-recipes<\/h2>\n<\/p>\n<p><p>MonkeyLearn, for example, offers tools that are ready to use right away \u2013 requiring low code or no code, and no installation needed. Most importantly, you can easily integrate MonkeyLearn\u2019s models and APIs with <a href=\"https:\/\/metadialog.com\/\">metadialog.com<\/a> your favorite apps. There are many online tools that make NLP accessible  to your business, like open-source and SaaS. Open-source libraries are free, flexible, and allow developers to fully customize them.<\/p>\n<\/p>\n<p><a href=\"https:\/\/metadialog.com\/\"><img src='https:\/\/www.metadialog.com\/wp-content\/uploads\/2022\/06\/logo.webp' alt='https:\/\/metadialog.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='406px'\/><\/a><\/p>\n<p><p>Naive Bayes isn\u2019t the only platform out there-it can also use multiple machine learning methods such as random forest or gradient boosting. Statistical algorithms can make the job easy for machines by going through texts, understanding each of them, and retrieving the meaning. It is a highly efficient NLP algorithm because it helps machines learn about human language by recognizing patterns and trends in the array of input texts. This analysis helps machines to predict which word is likely to be written after the current word in real-time.<\/p>\n<\/p>\n<p><h2>Accelerating Redis Performance Using VMware vSphere 8 and NVIDIA BlueField DPUs<\/h2>\n<\/p>\n<p><p>As a result, the overall architecture became more parallelizable and required lesser time to train along with positive results on tasks ranging from translation to parsing. For example, Denil et al. (2014) applied DCNN to map meanings of words that constitute a sentence to that of documents for summarization. The DCNN learned convolution filters at both the sentence and document level, hierarchically learning to capture and compose low-level lexical features into high-level semantic concepts.<\/p>\n<\/p>\n<ul>\n<li>These models are similar to ChatGPT in that they are also transformer-based models that generate text, but they differ in terms of their size and capabilities.<\/li>\n<li>Find and compare thousands of courses in design, coding, business, data, marketing, and more.<\/li>\n<li>This method is based on applying the knowledge gained when working on one task to a new similar task.<\/li>\n<li>This was a big part of the AI language learning app that Alphary entrusted to our designers.<\/li>\n<li>Natural Language Processing usually signifies the processing of text or text-based information (audio, video).<\/li>\n<li>It is trained by maximizing a variational lower bound on the log-likelihood of observed data under the generative model.<\/li>\n<\/ul>\n<p><p>Retailers claim that on average,&nbsp;e-commerce sites with a semantic search bar experience a mere 2% cart abandonment rate, compared to the 40% rate on sites with non-semantic search. Today, smartphones integrate speech recognition with their systems to conduct voice search (e.g. Siri) or provide more accessibility around texting. We are very satisfied with the accuracy of Repustate&#8217;s Arabic sentiment analysis, as well <a href=\"https:\/\/www.metadialog.com\/blog\/algorithms-in-nlp\/\">as their<\/a> and support which helped us to successfully deliver the requirements of our clients in the government and private sector.<\/p>\n<\/p>\n<p><h2>Q1. Which Algorithm is Best in Deep Learning?<\/h2>\n<\/p>\n<p><p>This involves creating a gist of the sentence in a fixed dimensional hyperspace. This can be thought of as a primitive word embedding method whose weights were learned in the training of the network. In (Collobert et al., 2011), Collobert extended his work to propose a general CNN-based framework to solve a plethora of NLP tasks. Both these works triggered a huge popularization of CNNs amongst NLP researchers.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 12px;'>\n<h3>ChatGPT: A Double-Edged Sword in NLP &#8211; Analytics Insight<\/h3>\n<p>ChatGPT: A Double-Edged Sword in NLP.<\/p>\n<p>Posted: Tue, 21 Feb 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiRWh0dHBzOi8vd3d3LmFuYWx5dGljc2luc2lnaHQubmV0L2NoYXRncHQtYS1kb3VibGUtZWRnZWQtc3dvcmQtaW4tbmxwL9IBAA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>Some of these tasks have direct real-world applications, while others more commonly serve as subtasks that are used to aid in solving larger tasks. The three-layered neural network consists of three layers &#8211; input, hidden, and output layer. When the input data is applied to the input layer, output data in the output layer is obtained. The hidden layer is responsible for performing all the calculations and \u2018hidden\u2019 tasks. Industries such as health care, eCommerce, entertainment, and advertising commonly use deep learning. The first step to structuring the pipeline is cleaning the input text data, which can consist of several steps based on the model you are trying to build and the results you desire.<\/p>\n<\/p>\n<p><h2>Categorization and Classification<\/h2>\n<\/p>\n<p><p>DBNs are a stack of Boltzmann Machines with connections between the layers, and each RBM layer communicates with both the previous and subsequent layers. Deep Belief Networks (DBNs) are used for image-recognition, video-recognition, and motion-capture data. Data visualization attempts to solve the problem that humans cannot easily visualize high-dimensional data.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"best nlp algorithms\"\/><\/p>\n<p><p>The performance of NER depends heavily on the training data used to develop the model. The more relevant the training data to the actual data, the more accurate the results will be. The machine translation system calculates the probability of every word in a text and then applies rules that govern sentence structure and grammar, resulting in a translation that is often hard for native speakers to understand. In addition, this rule-based approach to MT considers linguistic context, whereas rule-less statistical MT does not factor this in. To help you stay up to date with the latest breakthroughs in language modeling, we\u2019ve summarized research papers featuring the key language models introduced during the last few years.<\/p>\n<\/p>\n<p><h2>Principles of Natural Language Processing<\/h2>\n<\/p>\n<p><p>This blog post can help you become better equipped to understand the algorithms and terminology used in NLP. Text summarization is a great tool for news, research, headline generation, and reports. This allows you to extract keywords and phrases from the source text to reduce the length of your document. This allows you to create new sentences and phrases from the source text in order to highlight the main idea. To make your data more efficient, you can use an AI-powered text summarization algorithm to speed up the process.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>What are the 7 levels of NLP?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>There are seven processing levels: phonology, morphology, lexicon, syntactic, semantic, speech, and pragmatic.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Depending on how we map a token to a column index, we\u2019ll get a different ordering of the columns, but no meaningful change in the representation. The first problem one has to solve for NLP is to convert our collection of text instances into a matrix form where each row is a numerical representation of a text instance \u2014 a vector. But, in order to get started with NLP, there are several terms that are useful to know. So far, this language may seem rather abstract if one isn\u2019t used to mathematical language.<\/p>\n<\/p>\n<p><h2>Questions to ask a prospective NLP workforce<\/h2>\n<\/p>\n<p><p>Bordes et al. (2014) embedded both questions and KB triples as dense vectors and scored them with inner product. Zhang et al (2016) proposed a framework for employing LSTM and CNN for adversarial training to generate realistic text. CNN acted as a binary sentence classifier which discriminated between real data and generated samples. One problem with applying GAN to text is that the gradients from the discriminator cannot properly back-propagate through discrete variables. In (Zhang et al., 2016), this problem was solved by making the word prediction at every time \u201csoft\u201d at the word embedding space.<\/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=\"best nlp algorithms\"\/><\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Why Python is best for NLP?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Although languages such as Java and R are used for natural language processing, Python is favored, thanks to its numerous libraries, simple syntax, and its ability to easily integrate with other programming languages. Developers eager to explore NLP would do well to do so with Python as it reduces the learning curve.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>NLP has existed for more than 50 years and has roots in the field of linguistics. It has a variety of real-world applications in a number of fields, including medical research, search engines and business intelligence. The Transformer architecture makes it possible to parallelize ML training extremely efficiently. As we observe in the output, the &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/edv-service-jacob.de\/index.php\/2023\/04\/13\/how-much-data-is-required-for-machine-learning\/\" class=\"more-link\"><span class=\"screen-reader-text\">\u201eHow Much Data Is Required for Machine Learning?\u201c<\/span> weiterlesen<\/a><\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[14],"tags":[],"class_list":["post-809","post","type-post","status-publish","format-standard","hentry","category-artificial-intelligence","entry"],"jetpack_featured_media_url":"","yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v14.5 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>How Much Data Is Required for Machine Learning? - EDV-Service-Jacob<\/title>\n<meta name=\"robots\" content=\"index, follow\" \/>\n<meta name=\"googlebot\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<meta name=\"bingbot\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/edv-service-jacob.de\/index.php\/2023\/04\/13\/how-much-data-is-required-for-machine-learning\/\" \/>\n<meta property=\"og:locale\" content=\"de_DE\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"How Much Data Is Required for Machine Learning? - EDV-Service-Jacob\" \/>\n<meta property=\"og:description\" content=\"NLP has existed for more than 50 years and has roots in the field of linguistics. It has a variety of real-world applications in a number of fields, including medical research, search engines and business intelligence. The Transformer architecture makes it possible to parallelize ML training extremely efficiently. As we observe in the output, the &hellip; \u201eHow Much Data Is Required for Machine Learning?\u201c weiterlesen\" \/>\n<meta property=\"og:url\" content=\"https:\/\/edv-service-jacob.de\/index.php\/2023\/04\/13\/how-much-data-is-required-for-machine-learning\/\" \/>\n<meta property=\"og:site_name\" content=\"EDV-Service-Jacob\" \/>\n<meta property=\"article:published_time\" content=\"2023-04-13T16:53:38+00:00\" \/>\n<meta property=\"article:modified_time\" content=\"2023-07-06T07:47:50+00:00\" \/>\n<meta property=\"og:image\" content=\"\" \/>\n<meta name=\"twitter:card\" content=\"summary_large_image\" \/>\n<script type=\"application\/ld+json\" class=\"yoast-schema-graph\">{\"@context\":\"https:\/\/schema.org\",\"@graph\":[{\"@type\":\"WebSite\",\"@id\":\"https:\/\/edv-service-jacob.de\/#website\",\"url\":\"https:\/\/edv-service-jacob.de\/\",\"name\":\"EDV-Service-Jacob\",\"description\":\"EDV Service &amp; Support f\\u00fcr Ihr 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