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	<title>Chatbot News | Latisha Hardy Dance &amp; Co Ltd</title>
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		<title>What Programming Languages Are Used to Make AI?</title>
		<link>https://latishahardy.com/2022/06/27/what-programming-languages-are-used-to-make-ai/</link>
		
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		<pubDate>Mon, 27 Jun 2022 11:32:10 +0000</pubDate>
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					<description><![CDATA[Artificial intelligence is one of the most fascinating and rapidly growing fields in computer science. Not only are AI-related jobs growing in leaps and bounds, but many technical jobs now request AI knowledge as well. Emma White is a Business Development Manager at BairesDev with a background in tech company expansion through client base growth. [&#8230;]]]></description>
										<content:encoded><![CDATA[<p>Artificial intelligence is one of the most fascinating and rapidly growing fields in computer science. Not only are AI-related jobs growing in leaps and bounds, but many technical jobs now request AI knowledge as well. Emma White is a Business Development Manager at BairesDev with a background in tech company expansion through client base growth. White helps to expand BairesDev&#8217;s business at a global scale while managing new market research, overseeing growth projects, and generating leads.</p>
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' alt='https://metadialog.com/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='405px'/></a></p>
<p>Only then can you move on to considering which AI programming language offers the tools and libraries you need to meet your project’s goals. I respect no list of programming languages that doesn’t include F#. With the exception of C++ , F# blows away all of these languages, for AI and pretty much anything else. Also, Lisp consists of a macro system, a well-developed compiler that can produce efficient code, and a library of collection types, including hashtables and dynamic-size lists. It is another easy-to-learn language used for analysis, Big Data modeling, visualization, and forecasting.</p>
<h2>Need Compelling App for your Business?</h2>
<p>Starting with Python is easy because codes are more legible, concise, and straightforward. Python also has a large supportive community, with many users, collaborators and fans. AI is a high-tech field where the maximum level of knowledge is required.</p>
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<h2>Which is better for AI Java or Python?</h2>
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<p>AI developers prefer Python over Java because of its ease of use, accessibility and simplicity. Java has a better performance than Python but Python requires lesser code and can compile even when there are bugs in your code. On the other hand, Java handles concurrency better than Python.</p>
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<p>But Python has become the lingua franca of data scientists and researchers for performing experiments in deep learning. If you’re just getting started with AI, I highly recommend learning  Python. If you’ve done machine learning or data analysis projects, you’ve probably heard of the R programming language. R was originally developed by Ross Ihaka and Robert Gentleman in 1993 to implement the S programming language, which focuses on statistical computation and graphical modeling.</p>
<h2>Other Popular Programming Languages for AI Programming</h2>
<p>The Java community is rich and active, allowing developers to learn from each other and think up new AI solutions faster. The famous FaceApp and Google Assistant are both built with Java. Some libraries that can be used when developing an AI program with Java are Deep Java Library, KubeFlow, OpenNLP, Java Machine Learning Library, and Neuroph. Java is also a good choice, but it&#8217;s more challenging to learn. Other popular AI programming languages include Julia, Haskell, Lisp, R, JavaScript, C++, Prolog, and Scala.</p>
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<h3>I Asked ChatGPT for 10 EV Stocks to Buy. Here&#8217;s What It &#8230; &#8211; InvestorPlace</h3>
<p>I Asked ChatGPT for 10 EV Stocks to Buy. Here&#8217;s What It &#8230;.</p>
<p>Posted: Mon, 27 Feb 2023 21:15:38 GMT [<a href='https://news.google.com/rss/articles/CBMiZGh0dHBzOi8vaW52ZXN0b3JwbGFjZS5jb20vMjAyMy8wMi9pLWFza2VkLWNoYXRncHQtZm9yLTEwLWV2LXN0b2Nrcy10by1idXktaGVyZXMtd2hhdC1pdC1yZWNvbW1lbmRlZC_SAQA?oc=5' rel="nofollow">source</a>]</p>
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<p>Below are eight programming languages well-suited for AI development. Deploying a powerful AI requires an extraordinary team of engineers. At Dirox, our developers are highly skilled in using different languages to build AI programs that will be most suitable for you. Aside from the proficient technical skills, developers at Dirox are also great communicators who prioritize collaboration to achieve better productivity and results.</p>
<h2>The World’s Leading AI and Technology Publication.</h2>
<p>CLML , mgl, Antik and LLA are the popular AI and ML libraries offered by Lisp. The Servo parallel browser engine developed by Mozilla in collaboration with Samsung is written in Rust. The locus of Prolog’s expression lies in relationships between facts—otherwise known as rules. To solve a problem, the Prolog interpreter queries the facts and rules represented in a database. In other words, once the user provides the rules and a desired solution, Prolog solves for the rest. Those who have experience with Java or Python will quickly adapt to R’s basic syntax.</p>
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" 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<p>Prolog’s built-in list handling is recursive, allowing for problem solving, analytics and overall improved application performance. Harikrishna Kundariya is a marketer, developer, IoT, ChatBot &#038; Blockchain savvy designer, co-founder, and Director of eSparkBiz Technologies. His 10+ years of experience enables him to provide digital solutions to new start-ups based on IoT and ChatBot. With JavaScript, you can ensure security, high performance, and less development time. There are options like Scripting, OOPs approach, and IDE that allows fast development with diverse algorithms. Deploying one of the languages above in your tech stack is only a minor part of building competent AI software.</p>
<h2>Julia</h2>
<p>LISP works perfectly for artificial intelligence projects that are heavy on ML because of its rapid prototyping capability and its automatic garbage collection feature. Another advantage of the R programming language is its cross-platform compatibility. Even when R is performing tasks in its own language, ML engineers can mix it with other tools to optimize outcomes. Last but not least, R is a fairly easy programming language to learn. Whenever your application requires statistical analysis, such as processing biomedical statistics, R truly comes into its own. The language’s capability to apply the principles of statistics to big data makes it an excellent choice for training ML algorithms to predict future events.</p>
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<h2>Why Python is the best programming language for machine learning?</h2>
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<p>Python is a programming language that distinguishes itself from other programming languages by its flexibility, simplicity, and reliable tools required to create modern software. Python is consistent and is anchored on simplicity, which makes it most appropriate for machine learning.</p>
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<p>Scaladex, a database of all Scala libraries, including those for artificial intelligence, will be available once you have learned Scala for AI. And we do it all with an eye towards optimizing development and reducing overhead costs. Let’s explore the advantages and diverse applications of the most popular AI programming languages. Developed in the early 1990s, Python has become one of the fastest-growing programming languages because of its scalability, adaptability, and ease of learning. The language overrides the complexities of 3D games, optimizing resource management and facilitating multiplayer with networking.</p>
<h2>Which Programming Language Should I Learn First for Artificial Intelligence?</h2>
<p>In AI development, data is crucial, so if you want to analyze and represent data accurately, things are going to get a bit mathematical. By 1962 and with the aid of creator John McCarthy, the language worked its way up to being capable of addressing problems of artificial intelligence. NLP is what smart assistants applications like Google and Alexa use to understand what you’re saying and respond appropriately.</p>
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<p lang="en" dir="ltr">We asked an ai language model to generate some lebanese jokes for us. Humor is subjective and sometimes unpredictable, as you’ll see in the following collection of ai-generated jokes. Here are some of the best (and worst) jokes we received</p>
<p>&mdash; Khristopher Rochelle (@KhristopherRoc8) <a href="https://twitter.com/KhristopherRoc8/status/1629731697540603904?ref_src=twsrc%5Etfw">February 26, 2023</a></p></blockquote>
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<p>If you are working on complex projects for big data applications, R should be on your list of top programming languages to learn for faster development. LISP or Lisp has a long history—it’s the second-oldest high-level programming language. It dates back to the 1950s when AI pioneer John McCarthy created it for AI  programs like ELIZA, an early natural language processing computer program. Thanks to its adaptability, quick prototyping abilities, and capacity for dynamic object creation, it’s typically used in machine learning projects.</p>
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" width="308px" alt="developers to build"/></p>
<p>AI will not be replacing <a href="https://metadialog.com/blog/best-programming-languages-to-choose-for-ai/">best ai language</a> or programmers anytime soon but might perform coding and developing tasks in the future. Researchers and AI scientists believe that it will take time for AI to be able to create actual production-worthy and usable code that spans more than a few lines. You should know at least one of these programming languages if you want to build a career in AI. Industry experts believe that JS has several critical advantages over Python and R.</p>
<ul>
<li>Deeplearning4j is a deep learning library that allows developers to build and train deep learning models in Java, which can be used in Scala as well.</li>
<li>Similarly, libraries like Keras, Caffe, and TensorFlow handle deep learning with finesse, keeping AI development with Python perfectly streamlined and easy.</li>
<li>That’s right, R was created by statisticians just for performing computations and crunch massive data sets with ease in a matter of seconds.</li>
<li>Java is the high-level programming language of choice for many and has been around since 1995.</li>
<li>It is not as popular for apps that are being developed entirely based on ML.</li>
<li>It is a wonderful option for creating machine learning algorithms since it can store and access data efficiently.</li>
</ul>
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