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所在平台: Udemy |
课程主页: https://www.udemy.com/course/boolean-algebra-and-logic-gates/
课程评论：没有评论
课程名称：初学者的完整布尔代数与逻辑门指南 课程概述：布尔代数是一个非常重要且易于理解和应用的主题，与初等代数有所不同。本课程首先让学生了解布尔代数的基本概念。接下来，学生将学习多种布尔代数的法律和重要定理，包括交换律、结合律、吸收律、恒等律、补充律、幂等律、反演律、分配律、德摩根定理以及对偶原则。在这一部分的最后，将进行一次实时练习讲座，通过一些实际示例解释如何应用不同的布尔法律和定理来简化和解决复杂的布尔表达式。课程的主要目标是使学生在布尔法律的各个方面都达到精通，包括理解和应用。 在接下来的部分，学生将深入了解不同类型的逻辑门，包括与门（AND 门）、或门（OR 门）、非门（NOT 门）、或非门（NOR 门）、与非门（NAND 门）、异或门（XOR 门）和同或门（XNOR 门）。本部分将涵盖与逻辑门相关的所有必要知识。在最后一讲中，将通过示例解释如何从给定的逻辑门电路图推导出布尔表达式，并最终使用我们在第一部分中学习的布尔法律简化该复杂表达式。 总体来看，这将是一个非常令人兴奋的课程，学生们将会享受到丰富的学习体验。带着美好的祝愿，我期待学生们的反馈和讨论。
Boolean Algebra is a very important topic and is easy to understand and apply. It is different from elementary algebra.In this course students will first understand what Boolean Algebra is all about. Next they will learn about the various Laws and important Theorems (Commutative Law, Assocative Law, Absorption Law, Indentity Law, Complement Law, Idempotent law, Involution Law, Distributive Law, The De-Morgan's Theorem and finally Duality Principle) associated with Boolean Algebra. At the end of this section there is a Live Practice lecture where I have taken up some very good examples to explain how we can apply the different Boolean Laws and Theorems we have learnt to simplify and solve complex Boolean expressions. The main aim is to make you a perfectionist in all the aspects of Boolean Laws, be it their understanding or their application. In the very next section students will get a very deep and detailed understanding of different types of Logic Gates (AND gate, OR gate, NOT gate, NOR gate, NAND gate, XOR gate and the last one XNOR gate). This section will cover everything one needs to know on Logic Gates. In the last lecture I have taken some examples to explain how one can derive the Boolean Expressions from a give Logic gate diagram and finally simply that complex expression using the Boolean Laws we learnt in the first section.Overall this is going to be a very exciting course and it is going to be a great fun for my students. I wish them all the best and look forward for their reviews and discussions.
