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	<title>Sylva-plast &#187; Chatbot Programming</title>
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		<title>Application of algorithms for natural language processing in IT-monitoring with Python libraries by Nick Gan</title>
		<link>https://www.sylva-plast.it/application-of-algorithms-for-natural-language/</link>
		<comments>https://www.sylva-plast.it/application-of-algorithms-for-natural-language/#comments</comments>
		<pubDate>Thu, 22 Sep 2022 16:54:45 +0000</pubDate>
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		<description><![CDATA[<p>However, with the knowledge gained from this article, you will be better equipped to use NLP successfully, no matter your use case. There is a large number of keywords extraction algorithms that are available and each algorithm applies a distinct set of principal and theoretical approaches towards this type of problem. We have different types [&#8230;]</p>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/application-of-algorithms-for-natural-language/">Application of algorithms for natural language processing in IT-monitoring with Python libraries by Nick Gan</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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				<content:encoded><![CDATA[<p>However, with the knowledge gained from this article, you will be better equipped to use NLP successfully, no matter your use case. There is a large number of keywords extraction algorithms that are available and each algorithm applies a distinct set of principal and theoretical approaches towards this type of problem. We have different types of NLP algorithms in which some algorithms extract only words and there are one’s which extract both words and phrases.</p>
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" width="304px" alt="documents"/></p>
<p>They use text summarization tools with named entity recognition capability so that normally lengthy medical information can be swiftly summarised and categorized based on significant medical keywords. This process helps improve diagnosis accuracy, medical treatment, and ultimately delivers positive patient outcomes. Natural language processing and machine learning systems have only commenced their commercialization journey within industries and business operations.</p>
<h2>NLP Benefits</h2>
<p>Positive, adverse, and impartial viewpoints can be readily identified to determine the consumer&#8217;s feelings towards a product, brand, or a specific service. Automatic sentiment analysis is employed to measure public or customer opinion, monitor a brand&#8217;s reputation, and further understand a customer&#8217;s overall experience. Many different classes of machine-learning algorithms have been applied to natural-language-processing tasks.</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">Interactive Chatbots &#8211; Build chatbots with ReactJS that can interact with users in a more human-like manner using natural language processing and machine learning algorithms. <a href="https://twitter.com/hashtag/chatbots?src=hash&amp;ref_src=twsrc%5Etfw">#chatbots</a> <a href="https://twitter.com/hashtag/webdevelopment?src=hash&amp;ref_src=twsrc%5Etfw">#webdevelopment</a> <a href="https://twitter.com/hashtag/ReactJS?src=hash&amp;ref_src=twsrc%5Etfw">#ReactJS</a></p>
<p>&mdash; Marco Luz (@marcodluz) <a href="https://twitter.com/marcodluz/status/1628899830855528450?ref_src=twsrc%5Etfw">February 23, 2023</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
<p>Presently, Google Translate uses the Google Neural Machine Translation instead, which uses machine learning and natural language processing algorithms to search for language patterns. Tokenization is the first task in most natural language processing pipelines, it is used to break a string of words into semantically useful units called tokens. This can be done on the sentence level within a document, or on the word level within sentences.</p>
<h2>Challenges of Natural Language Processing</h2>
<p>While there are many challenges in <a href="https://metadialog.com/blog/algorithms-in-nlp/">natural language processing algorithms</a>, the benefits of NLP for businesses are huge making NLP a worthwhile investment. Automatic summarization can be particularly useful for data entry, where relevant information is extracted from a product description, for example, and automatically entered into a database. Although natural language processing continues to evolve, there are already many ways in which it is being used today. Most of the time you’ll be exposed to natural language processing without even realizing it. Even humans struggle to analyze and classify human language correctly. Even though stemmers can lead to less-accurate results, they are easier to build and perform faster than lemmatizers.</p>
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<h2>What are the basic principles of NLP?</h2>
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<ul>
<li>Have respect for the other person&apos;s model of the world.</li>
<li>The map is not the territory.</li>
<li>We have all the resources we need (Or we can create them.</li>
<li>Mind and body form a linked system.</li>
<li>If what you are doing isn&apos;t working, do something else.</li>
<li>Choice is better than no choice.</li>
<li>We are always communicating.</li>
</ul>
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<p>Natural language processing shifted from a linguist-based approach to an engineer-based approach, drawing on a wider variety of scientific disciplines instead of delving into linguistics. Categorization means sorting content into buckets to get a quick, high-level overview of what’s in the data. To train a text classification model, data scientists use pre-sorted content and gently shepherd their model until it’s reached the desired level of accuracy. The result is accurate, reliable categorization of text documents that takes far less time and energy than human analysis. In supervised machine learning, a batch of text documents are tagged or annotated with examples of what the machine should look for and how it should interpret that aspect.</p>
<h2>Getting Started With NLP</h2>
<p>Aspect mining can be beneficial for companies because it allows them to detect the nature of their customer responses. These are the types of vague elements that frequently appear in human language and that machine learning algorithms have historically been bad at interpreting. Now, with improvements in deep learning and machine learning methods, algorithms can effectively interpret them.</p>
<ul>
<li>You need to create a predefined number of topics to which your set of documents can be applied for this algorithm to operate.</li>
<li>Hence, tokenization can be broadly classified into 3 types – word, character, and subword (n-gram characters) tokenization.</li>
<li>Other supervised ML algorithms that can be used are gradient boosting and random forest.</li>
<li>Customer service is an essential part of business, but it’s quite expensive in terms of both, time and money, especially for small organizations in their growth phase.</li>
<li>However, when dealing with tabular data, data professionals have already been exposed to this type of data structure with spreadsheet programs and relational databases.</li>
<li>This technique&#8217;s core function is to extract the sentiment behind a body of text by analyzing the containing words.</li>
</ul>
<p>NLP systems can process text in real-time, and apply the same criteria to your data, ensuring that the results are accurate and not riddled with inconsistencies. Another factor contributing to the accuracy of a NER model is the linguistic knowledge used when building the model. That being said, there are open NER platforms that are pre-trained and ready to use. As the output for each document from the collection, the LDA algorithm defines a topic vector with its values being the relative weights of each of the latent topics in the corresponding text. FMRI semantic category decoding using linguistic encoding of word embeddings.</p>
<h2>Extraction of n-grams and compilation of a dictionary of tokens</h2>
<p>&#038; Simon, J. Z. Rapid transformation from auditory to linguistic representations of continuous speech. Further information on research design is available in theNature Research Reporting Summary linked to this article. The NLP tool you choose will depend on which one you feel most comfortable using, and the tasks you want to carry out. Automate business processes and save hours of manual data processing. However, building a whole infrastructure from scratch requires years of data science and programming experience or you may have to hire whole teams of engineers. This example is useful to see how the lemmatization changes the sentence using its base form (e.g., the word &#8220;feet&#8221;&#8221; was changed to &#8220;foot&#8221;).</p>
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<h3>How Natural Language Processing in Healthcare is Used? &#8211; Analytics Insight</h3>
<p>How Natural Language Processing in Healthcare is Used?.</p>
<p>Posted: Thu, 23 Feb 2023 06:45:25 GMT [<a href='https://news.google.com/rss/articles/CBMiV2h0dHBzOi8vd3d3LmFuYWx5dGljc2luc2lnaHQubmV0L2hvdy1uYXR1cmFsLWxhbmd1YWdlLXByb2Nlc3NpbmctaW4taGVhbHRoY2FyZS1pcy11c2VkL9IBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>And the more you text, the more accurate it becomes, often recognizing commonly used words and names faster than you can type them. Syntactic analysis, also known as parsing or syntax analysis, identifies the syntactic structure of a text and the dependency relationships between words, represented on a diagram called a parse tree.  AI Data Management and Curation Manage, version, and debug your data and create more accurate datasets faster.  Annotation Services Access a global marketplace of 400+ vetted annotation service teams. Project and Quality Management Manage the performance of projects, annotators, and annotation QAs. In the first phase, two independent reviewers with a Medical Informatics background individually assessed the resulting titles and abstracts and selected publications that fitted the criteria described below.</p>
<h2>Common Examples of NLP</h2>
<p>These documents are used to “train” a statistical model, which is then given un-tagged text to analyze. Machine learning for NLP helps data analysts turn unstructured text into usable data and insights.Text data requires a special approach to machine learning. This is because text data can have hundreds of thousands of dimensions but tends to be very sparse. For example, the English language has around 100,000 words in common use. This differs from something like video content where you have very high dimensionality, but you have oodles and oodles of data to work with, so, it’s not quite as sparse. Unlike algorithmic programming, a machine learning model is able to generalize and deal with novel cases.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="305px" alt="processing and machine"/></p>
<p>Coreference resolutionGiven a sentence or larger chunk of text, determine which words (&#8220;mentions&#8221;) refer to the same objects (&#8220;entities&#8221;). Anaphora resolution is a specific example of this task, and is specifically concerned with matching up pronouns with the nouns or names to which they refer. The more general task of coreference resolution also includes identifying so-called &#8220;bridging relationships&#8221; involving referring expressions. One task is discourse parsing, i.e., identifying the discourse structure of  a connected text, i.e. the nature of the discourse relationships between sentences (e.g. elaboration, explanation, contrast). Another possible task is recognizing and classifying the speech acts in a chunk of text (e.g. yes-no question, content question, statement, assertion, etc.).</p>
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" width="303px" alt="applications"/></p>
<p>In this article, we’ve talked through what NLP stands for, what it is at all, what NLP is used for while also listing common natural language processing techniques and libraries. NLP is a massive leap into understanding human language and applying pulled-out knowledge to make calculated business decisions. Both NLP and OCR improve  operational efficiency when dealing with text bodies, so we also recommend checking out the complete OCR overview and automating OCR annotations for additional insights. NLP starts with data pre-processing, which is essentially the sorting and cleaning of the data to bring it all to a common structure legible to the algorithm. In other words, pre-processing text data aims to format the text in a way the model can understand and learn from to mimic human understanding. Covering techniques as diverse as tokenization to part-of-speech-tagging (we’ll cover later on), data pre-processing is a crucial step to kick-off algorithm development.</p>
<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="308px" alt="clinical"/></p>
<p>However, you can perform high-level tokenization for more complex structures, like words that often go together, otherwise known as collocations (e.g., New York). Tokenization is an essential task in natural language processing used to break up a string of words into semantically useful units called tokens. Natural language processing algorithms can be tailored to your needs and criteria, like complex, industry-specific language – even sarcasm and misused words. Natural language processing tools can help machines learn to sort and route information with little to no human interaction – quickly, efficiently, accurately, and around the clock.</p>
<ul>
<li>For each of these training steps, we compute the top-1 accuracy of the model at predicting masked or incoming words from their contexts.</li>
<li>This example is useful to see how the lemmatization changes the sentence using its base form (e.g., the word &#8220;bought&#8221; was changed to &#8220;buy&#8221;).</li>
<li>Today, DataRobot is the AI leader, delivering a unified platform for all users, all data types, and all environments to accelerate delivery of AI to production for every organization.</li>
<li>There are many challenges in Natural language processing but one of the main reasons NLP is difficult is simply because human language is ambiguous.</li>
<li>In this article, I will go through the 6 fundamental techniques of natural language processing that you should know if you are serious about getting into the field.</li>
<li>For the natural language processing done by the human brain, see Language processing in the brain.</li>
</ul>
<p>L'articolo <a rel="nofollow" href="https://www.sylva-plast.it/application-of-algorithms-for-natural-language/">Application of algorithms for natural language processing in IT-monitoring with Python libraries by Nick Gan</a> sembra essere il primo su <a rel="nofollow" href="https://www.sylva-plast.it">Sylva-plast</a>.</p>
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