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		<title>What is Natural Language Processing?</title>
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					<description><![CDATA[Due to the sheer size of today’s datasets, you may need advanced programming languages, such as Python and R, to derive insights from those datasets at scale. Annotating documents and audio files for NLP takes time and patience. Legal services is another information-heavy industry buried in reams of written content, such as witness testimonies and &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/what-is-natural-language-processing/"> <span class="screen-reader-text">What is Natural Language Processing?</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>Due to the sheer size of today’s datasets, you may need advanced programming languages, such as Python and R, to derive insights from those datasets at scale. Annotating documents and audio files for NLP takes time and patience. Legal services is another information-heavy industry buried in reams of written content, such as witness testimonies and evidence. Law firms use NLP to scour that data and identify information that may be relevant in court proceedings, as well as to simplify electronic discovery. Topic analysis is extracting meaning from text by identifying recurrent themes or topics.</p>
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" width="308px" alt="language"/></p>
<p>In a typical method of machine translation, we may use a concurrent corpus — a set of documents. Each of which is translated into one or more languages other than the original. For eg, we need to construct several mathematical models, including a probabilistic method using the Bayesian law. Then a translation, given the source language f (e.g. French) and the target language e (e.g. English), trained on the parallel corpus, and a language model p trained on the English-only corpus. NLP that stands for Natural Language Processing can be defined as a subfield of Artificial Intelligence research. It is completely focused on the development of models and protocols that will help you in interacting with computers based on natural language.</p>
<h2>Monitor brand sentiment on social media</h2>
<p>The most common approach is to use NLP-based chatbots to begin interactions and address basic problem scenarios, bringing human operators into the picture only when necessary. Many text mining, text extraction, and NLP techniques exist to help you extract information from text written in a natural language. Today, humans speak to computers through code and user-friendly devices such as keyboards, mice, pens, and touchscreens.</p>
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<h3>Melax Tech and Boston Academic Center Hospital Awarded $2.5 &#8230; &#8211; PR Newswire</h3>
<p>Melax Tech and Boston Academic Center Hospital Awarded $2.5 &#8230;.</p>
<p>Posted: Thu, 16 Feb 2023 14:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMisAFodHRwczovL3d3dy5wcm5ld3N3aXJlLmNvbS9uZXdzLXJlbGVhc2VzL21lbGF4LXRlY2gtYW5kLWJvc3Rvbi1hY2FkZW1pYy1jZW50ZXItaG9zcGl0YWwtYXdhcmRlZC0yLTUtbWlsbGlvbi1qb2ludC1ncmFudC1mcm9tLXRoZS1uYXRpb25hbC1pbnN0aXR1dGUtb2YtaGVhbHRoLW5paC0zMDE3NDc5NDMuaHRtbNIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>Additionally, these healthcare chatbots can arrange prompt medical appointments with the most suitable medical practitioners, and even suggest worthwhile treatments to partake. Financial markets are sensitive domains heavily influenced by human sentiment and emotion. Negative presumptions can lead to stock prices dropping, while positive sentiment could trigger investors to purchase more of a company&#8217;s stock, thereby causing share prices to rise.</p>
<h2>Lack of Trust Towards Machines</h2>
<p>This is increasingly important in medicine and healthcare, where NLP helps analyze notes and text in electronic health records that would otherwise be inaccessible for study when seeking to improve care. Completely integrated with machine learning algorithms, natural language processing creates automated systems that learn to perform intricate tasks by themselves &#8211; and achieve higher success rates through experience. The earliest natural language processing/ machine learning applications were hand-coded by skilled programmers, utilizing rules-based systems to perform certain NLP/ ML functions and tasks. However, they could not easily scale upwards to be applied to an endless stream of data exceptions or the increasing volume of digital text and voice data. Topic models can be constructed using statistical methods or other machine learning techniques like deep neural networks. The complexity of these models varies depending on what type you choose and how much information there is available about it (i.e., co-occurring words).</p>
<ul>
<li>By enabling computers to understand human language, interacting with computers becomes much more intuitive for humans.</li>
<li>We are particularly interested in algorithms that scale well and can be run efficiently in a highly distributed environment.</li>
<li>It can be used in real cases but it is mainly used for didactic or research purposes.</li>
<li>Realizing when a model is right for a wrong reason is not trivial and requires a significant effort by model developers.</li>
<li>Natural language processing comes in to decompound the query word into its individual pieces so that the searcher can see the right products.</li>
<li>You often only have to type a few letters of a word, and the texting app will suggest the correct one for you.</li>
</ul>
<p>By applying machine learning to these vectors, we open up the field of nlp . In addition, vectorization also allows us to apply similarity metrics to text, enabling full-text search and improved fuzzy matching applications. SpaCy is a free open-source library for advanced natural language processing in Python.</p>
<h2>Natural Language Processing/ Machine Learning Applications &#8211; by Industry</h2>
<p>For example, consider a dataset containing past and present employees, where each row has columns representing that employee’s age, tenure, salary, seniority level, and so on. So far, this language may seem rather abstract if one isn’t used to mathematical language. However, when dealing with tabular data, data professionals have already been exposed to this type of data structure with spreadsheet programs and relational databases. 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. Every time you type a text on your smartphone, you see NLP in action.</p>
<p><a href="https://metadialog.com/"><img 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' alt='https://metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='407px'/></a></p>
<p>A lot of the information created online and stored in databases is natural human language, and until recently, businesses could not effectively analyze this data. 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. More recently, ideas of cognitive NLP have been revived as an approach to achieve explainability, e.g., under the notion of «cognitive AI».</p>
<h2>Learn all about Natural Language Processing!</h2>
<p>This means who is speaking, what they are saying, and what they are talking about. All you really need to know if come across these terms is that they represent a set of data scientist guided machine learning algorithms. The following is a list of some of the most commonly researched tasks in natural language processing. 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. Sentiment Analysis, based on StanfordNLP, can be used to identify the feeling, opinion, or belief of a statement, from very negative, to neutral, to very positive.</p>
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<h3>How fintech can leverage AI to protect customers from fraud &#8211; The Week</h3>
<p>How fintech can leverage AI to protect customers from fraud.</p>
<p>Posted: Mon, 27 Feb 2023 11:28:35 GMT [<a href='https://news.google.com/rss/articles/CBMicGh0dHBzOi8vd3d3LnRoZXdlZWsuaW4vZm9jdXMvZWNvbm9teS8yMDIzLzAyLzI3L2hvdy1maW50ZWNoLWNhbi1sZXZlcmFnZS1haS10by1wcm90ZWN0LWN1c3RvbWVycy1mcm9tLWZyYXVkLmh0bWzSAXRodHRwczovL3d3dy50aGV3ZWVrLmluL2ZvY3VzL2Vjb25vbXkvMjAyMy8wMi8yNy9ob3ctZmludGVjaC1jYW4tbGV2ZXJhZ2UtYWktdG8tcHJvdGVjdC1jdXN0b21lcnMtZnJvbS1mcmF1ZC5hbXAuaHRtbA?oc=5' rel="nofollow">source</a>]</p>
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<p>Other common classification tasks include intent detection, topic modeling, and language detection. In machine learning, data labeling refers to the process of identifying raw data, such  as visual, audio, or written content and adding metadata to it. This metadata helps the machine learning algorithm derive meaning from the original content. For example, in NLP, data labels might determine whether words are proper nouns or verbs. In sentiment analysis algorithms,  labels might distinguish words or phrases as positive, negative, or neutral.</p>
<h2>Statistical NLP (1990s–2010s)</h2>
<p>Conceptually, that’s essentially it, but an important practical consideration to ensure that the columns align in the same way for each row when we <a href="https://metadialog.com/blog/algorithms-in-nlp/">nlp algo</a> the vectors from these counts. In other words, for any two rows, it’s essential that given any index k, the kth elements of each row represent the same word. TextBlob is a Python library with a simple interface to perform a variety of NLP tasks. Built on the shoulders of NLTK and another library called Pattern, it is intuitive and user-friendly, which makes it ideal for beginners.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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" width="306px" alt="understand"/></p>
<p>Some of the techniques used today have only existed for a few years but are already changing how we interact with machines. Natural language processing is a field of research that provides us with practical ways of building systems that understand human language. These include speech recognition systems, machine translation software, and chatbots, amongst many others. This article will compare four standard methods for training machine-learning models to process human language data. Natural language processing is a subset of artificial intelligence that presents machines with the ability to read, understand and analyze the spoken human language.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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			</item>
		<item>
		<title>Development of Information Technology Telecom Chatbot: An Artificial Intelligence and Machine Learning Approach IEEE Conference Publication</title>
		<link>https://www.aliansa.com.co/development-of-information-technology-telecom/</link>
		
		<dc:creator><![CDATA[adminalianza]]></dc:creator>
		<pubDate>Mon, 19 Dec 2022 12:54:58 +0000</pubDate>
				<category><![CDATA[Chatbot News]]></category>
		<guid isPermaLink="false">https://www.aliansa.com.co/?p=11686</guid>

					<description><![CDATA[” ever since, we have seen multiple chatbots surpassing their predecessors to be more naturally conversant and technologically advanced. These advancements have led us to an era where conversations with chatbots have become as normal and natural as with another human. Artificial Intelligent chatbots are helpful and sometimes even funny. There are thousands of chatbots &#8230;<p class="read-more"> <a class="" href="https://www.aliansa.com.co/development-of-information-technology-telecom/"> <span class="screen-reader-text">Development of Information Technology Telecom Chatbot: An Artificial Intelligence and Machine Learning Approach IEEE Conference Publication</span> Leer más &#187;</a></p>]]></description>
										<content:encoded><![CDATA[<p>” ever since, we have seen multiple chatbots surpassing their predecessors  to be more naturally conversant and technologically advanced. These advancements have led us to an era where conversations with chatbots have become as normal and natural as with another human. Artificial Intelligent chatbots are helpful and sometimes even funny. There are thousands of chatbots used in the most popular social platforms as Telegram, WhatsApp, Facebook Messenger, and many more.</p>
<div style='border: black dashed 1px;padding: 14px;'>
<h3>Artificial Intelligence Just Had Its Very Own &#8211; InvestorsObserver</h3>
<p>Artificial Intelligence Just Had Its Very Own.</p>
<p>Posted: Sat, 25 Feb 2023 16:00:00 GMT [<a href='https://news.google.com/rss/articles/CBMiP2h0dHBzOi8vd3d3LmludmVzdG9yc29ic2VydmVyLmNvbS9uZXdzL3FtLW5ld3MvNzg3MDAzMjM2MzQ4MjI5ONIBAA?oc=5' rel="nofollow">source</a>]</p>
</div>
<p>CRM integration means that the chatbot will be able to work seamlessly with your existing CRM tools without needing much human intervention. It’s the best way to maximize your organization’s performance and efficiency. An AI chatbot should integrate well with your CRM to make your experience more fluid and efficient. Here&#8217;s how An AI chatbot can help you scale effectively and automate your business growth.</p>
<h2>Simple Text-based Chatbot using NLTK with Python</h2>
<p>RPA also enables repetitive, high-volume tasks to be completed 24/7 with higher accuracy than a human worker could achieve. It frees up valuable human resources to focus on more complex and engaging tasks, resulting in increased employee satisfaction. Investing in RPA typically results in a high ROI because it maximizes an organization’s ability to complete routine work and leverage employee talent. Natural language processing is branch of technology concerned with interaction between human natural languages and m&#8230; Machine Learning is a branch of artificial intelligence that enables machines to process data and improve without explicit&#8230;</p>
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" width="308px" alt="media"/></p>
<p>Machine learning allows computers to learn without designing natural language processing by artificially imitating human interaction patterns; this is why AI bots are also referred to as machine learning chatbots. Conversational artificial intelligence refers to technologies, like chatbots or virtual agents, which users can talk to. They use large volumes of data, machine learning, and natural language processing to help imitate human-like interactions, recognizing speech and text inputs and translating their meanings across various languages. Natural language understanding is a subfield of natural language processing that enables machines to understand human language and intent. NLU goes a step beyond speech recognition technology and syntax.uses machine learning to understand nuances such as context, sentiment, and syntax.</p>
<h2>Building a chatbot using code-based frameworks or chatbot platforms</h2>
<p>On the other hand, programming language was developed so humans can tell machines what to do in a way machines can understand. Frankly, a chatbot doesn’t necessarily need to fool you into thinking it&#8217;s human to be successful in completing its raison d&#8217;être. At this stage of tech development, trying to do that would be a huge mistake rather than help. Companiesfocused on functional botsgood at accomplishing specific tasks and do so quickly and efficiently, making thebots’ perceived humanity a secondary matter. Used as a targeted tool, chatbots can increase engagement up to 90% and sales by 67%. Which way to go depends on your goals, how much time you possess, and the cost of the chatbot.</p>
<ul>
<li>Studies have shown that consumers increasingly prefer to communicate via messaging applications, and many expect to be able to communicate with businesses on a messaging platform.</li>
<li>Also, you can integrate your trained chatbot model with any other chat application in order to make it more effective to deal with real world users.</li>
<li>Better conversations help you engage your customers, which then eventually leads to enhanced customer service and better business.</li>
<li>Adding new intents to the bot and constantly updating it make the AI chatbots understand every question better.</li>
<li>NLP utilizes computer science, artificial intelligence, and linguistics to help machines recognize speech and text and respond in a meaningful way.</li>
<li>Voice bots are similar to chatbots; both use artificial intelligence to enable machines to communicate with humans in natu&#8230;</li>
</ul>
<p>This function helps to create a bag of words for our model, Now let&#8217;s create a chat function that ties all this together. Remember, we trained the model with a list of words or we can say a bag of words, so to make predictions we need to do the same as well. Now we can create a function that provides us a bag of words for our model prediction. Although the “language” the bots devised seems mostly like unintelligible gibberish, the incident highlighted how AI systems can and will often deviate from expected behaviors, if given the chance.</p>
<h2>Voice-based Chatbot using NLP with Python</h2>
<p>As a result, call wait <a href="https://metadialog.com/blog/creating-smart-chatbot/">intelligent created machinelearning chatbot</a>s can be considerably reduced, and the efficiency and quality of these interactions can be greatly improved. Understanding the underlying issues necessitates outlining the critical phases in the security-related strategies used to create chatbots. Businesses must understand that sophisticated AI bots use modern natural language and machine learning techniques rather than rule-based models. These methods learn from a conversation, which may contain personal data.</p>
<ul>
<li>To define the purpose or goal for your chatbot strategy, begin with the end in mind.</li>
<li>Investing in RPA typically results in a high ROI because it maximizes an organization’s ability to complete routine work and leverage employee talent.</li>
<li>That is what we call a dialog system, or else, a conversational agent.</li>
<li>With supervised training, chatbots give more appropriate responses instantly.</li>
<li>This is only necessary for solutions that have to handle conversations concerning varied topics, requiring specialized vocabulary each.</li>
<li>Chatbot on WhatsApp is a software program that runs on the WhatsApp platform and is powered by a defined set of rules or artificial intelligence.</li>
</ul>
<p>Conversational AI is a branch of artificial intelligence that utilizes software and technologies such as natural language &#8230; First, a process must be designed and modeled; the process should be broken into discrete tasks and put into a visual framework that identifies required data and how the tasks relate to each other (e.g. a flowchart). The process should then be implemented, preferably on a small scale at first to work out any process issues. Once a process has been fully rolled out, it should be monitored for performance by using metrics to measure quality, efficiency, bottlenecks, etc. Gathered metrics can then be used to further optimize the process.</p>
<h2>War Against the Machines: The Dark Side of Chatbots</h2>
<p>Agent Handover is the process by which an agent- assist tool hands off a conversation from a bot to a human agent. Typically,the agent handover process is designed to ensure that conversations are handed off in certain scenarios related to user preference, user feedback, and issue complexity/criticality. Machine learning allows the software to learn everything within the data using machine learning algorithms. Deep learning uses an artificial neural network that simulates the human brain to analyze and interpret data. Here eachintent contains  a tag, patterns, responses, and context. Patterns are the data that the user is more likely to type and responses are the results from the chatbot.</p>
<ul>
<li>So, your CV has been shortlisted for the post of customer service representative?</li>
<li>Watson Assistant is a service that enables software developers to create conversational interfaces for applications across any device or channel.</li>
<li>The chatbots help customers to navigate your company page and provide useful answers to their queries.</li>
<li>If a customer asks a question that is not in the knowledge database, chatbots will connect them to human agents.</li>
<li>You&#8217;ll find career guides, tech tutorials and industry news to keep yourself updated with the fast-changing world of tech and business.</li>
<li>AI chatbots use machine learning, which at the base level are algorithms that instruct a computer on what to perform next.</li>
</ul>
<p>In this article, we are going to build a simple but efficient AI Chatbot using Python, NLTK, TensorFlow, and Neural networks. This chatbot is highly customizable and can make changes as you want. Instead, they are trained using a large number of previous conversations, based upon which responses to the user are generated. They require a very large amount of conversational data to train. Suvashree Bhattacharya is a researcher, blogger, and author in the domain of customer experience, omnichannel communication, and conversational AI. Passionate about writing and designing, she pours her heart out in writeups that are detailed, interesting, engaging, and more importantly cater to the requirements of the targeted audience.</p>
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