{"id":1421,"date":"2025-09-23T15:45:00","date_gmt":"2025-09-23T15:45:00","guid":{"rendered":"https:\/\/bogdanburuiana.com\/?p=1421"},"modified":"2026-02-16T12:51:06","modified_gmt":"2026-02-16T12:51:06","slug":"ai-900-part-v","status":"publish","type":"post","link":"https:\/\/bogdanburuiana.com\/index.php\/2025\/09\/23\/ai-900-part-v\/","title":{"rendered":"AI-900 \u2013 Part V"},"content":{"rendered":"\n<p><\/p>\n\n\n\n<p>According to the definition from Microsoft, AI imitates human behavior by utilizing machine learning, allowing it to interact with the environment and perform tasks without being explicitly told what to do. <strong>Generative AI<\/strong> goes a step further by creating original content, like text, images, or even code.<\/p>\n\n\n\n<p>Generative AI can take in natural language input and return relevant responses across a variety of formats. It can be used for:<\/p>\n\n\n\n<ul>\n<li><strong>Natural Language Generation<\/strong>, where it crafts human-like text based on prompts.<\/li>\n\n\n\n<li><strong>Image Generation<\/strong>, which allows it to create visuals from text-based requests.<\/li>\n\n\n\n<li><strong>Code Generation<\/strong>, enabling the creation of scripts or programming code automatically.<\/li>\n<\/ul>\n\n\n\n<p>This advanced AI is becoming more integral to applications, such as the widely known ChatGPT, and is a significant tool for businesses, developers, and creatives alike.<\/p>\n\n\n\n<p>Let&#8217;s focus on the Transformer model architecture. The Transformer model consists of two main blocks:<\/p>\n\n\n\n<pre class=\"wp-block-code\"><code>The Encoder block, which creates semantic representations of the training vocabulary.\nThe Decoder block, which generates new language sequences.<\/code><\/pre>\n\n\n\n<p>To process text, the model <strong>tokenizes<\/strong> the input, breaking it down into individual words or phrases, each represented as unique numeric tokens. These tokens are then assigned <strong>embeddings<\/strong>, which are vectors that capture the meaning of the tokens in a multidimensional space.<\/p>\n\n\n\n<p><img decoding=\"async\" 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alt=\"\"><\/p>\n\n\n\n<p>The <strong>Attention layers<\/strong> is examining each token and determining its relationships with other tokens, allowing the model to capture the semantic context of the text. These relationships are further refined through the <strong>Feed Forward<\/strong> layers, where the model makes predictions about the most probable sequence of tokens in the generated output.<\/p>\n\n\n\n<p>In essence, this combination of encoding, attention, and decoding allows <strong>Transformers<\/strong> to efficiently handle natural language tasks, making them the backbone of many state-of-the-art models like GPT (Generative Pre-trained Transformer).<\/p>\n\n\n\n<p>Imagine you&#8217;re interacting with an AI assistant like ChatGPT, asking it a question: \u201cWhat is the capital of France?\u201d<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Step 1: Tokenization<\/strong> <\/h3>\n\n\n\n<p>When you type the sentence &#8220;What is the capital of France?&#8221;, the first step the Transformer model takes is to break down (or <strong>tokenize<\/strong>) the sentence into smaller parts (tokens). These tokens might look something like this:<\/p>\n\n\n\n<pre class=\"wp-block-code\"><code>\"What\", \"is\", \"the\", \"capital\", \"of\", \"France\", \"?\"<\/code><\/pre>\n\n\n\n<p>Each word or token is assigned a unique number, allowing the model to process the text mathematically.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Step 2: Embedding<\/strong><\/h3>\n\n\n\n<p>Next, each of these tokens is converted into <strong>embeddings<\/strong>. Think of an embedding as a way to represent the meaning of each word in a numerical form that the AI model can understand. These embeddings capture multiple dimensions of meaning &#8211; so, for example, \u201cFrance\u201d and \u201cParis\u201d might have embeddings that are close to each other in this multidimensional space because they are semantically related.<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Step 3: Attention Mechanism<\/strong><\/h3>\n\n\n\n<p>This is where the <strong>magic<\/strong> happens. The <strong>Attention<\/strong> mechanism in the Transformer allows the model to understand how different tokens in your sentence are related. For example, the model recognizes that the words <strong>\u201ccapital\u201d<\/strong> and <strong>\u201cFrance\u201d<\/strong> are closely connected.<\/p>\n\n\n\n<p>It\u2019s not just looking at each word independently; it\u2019s focusing on the <strong>relationships<\/strong> between the words, enabling it to infer that you\u2019re asking for the capital city of a country (France in this case).<\/p>\n\n\n\n<h3 class=\"wp-block-heading\"><strong>Step 4: Decoding and Generating a Response<\/strong><\/h3>\n\n\n\n<p>Once the model has processed the relationships between the tokens, the <strong>Decoder<\/strong> block generates a response. It predicts the most likely next tokens (words) based on what it has learned. In this case, the <strong>most probable<\/strong> output would be:<\/p>\n\n\n\n<p><strong>&#8220;The capital of France is Paris.&#8221;<\/strong><\/p>\n\n\n\n<p><\/p>\n\n\n\n<p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>According to the definition from Microsoft, AI imitates human behavior by utilizing machine learning, allowing it to interact with the environment and perform tasks without being explicitly told what to do. Generative AI goes a step further by creating original content, like text, images, or even code. Generative AI can take in natural language input [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[],"_links":{"self":[{"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/posts\/1421"}],"collection":[{"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/comments?post=1421"}],"version-history":[{"count":1,"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/posts\/1421\/revisions"}],"predecessor-version":[{"id":1422,"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/posts\/1421\/revisions\/1422"}],"wp:attachment":[{"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/media?parent=1421"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/categories?post=1421"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/bogdanburuiana.com\/index.php\/wp-json\/wp\/v2\/tags?post=1421"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}