Discrete Mathematics for Computer Science (UPDATED 2025)

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课程主页: https://www.udemy.com/course/discrete-mathematics-and-its-applications/

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**课程名称:** 计算机科学离散数学 (2025年更新) **课程概述:** 本课程是为计算机科学领域量身定制的离散数学入门课程,重点讲解了图论和逻辑。课程将深入探讨离散数学的定义、应用及其在计算机科学中的重要性。 **主要学习内容:** * **离散数学基础:** 理解离散数学的含义和重要性。 * **离散数学在计算机科学中的应用:** 探索离散数学如何支撑计算机科学的各个方面。 * **关系:** 学习离散数学中的关系概念。 * **载波:** (此内容可能为误译,请以实际课程为准,或理解为与计算机科学相关的载体/数学工具) * **逻辑:** 深入理解命题逻辑、谓词逻辑等,包括什么是命题。 * **图论:** 学习图的基本概念(如何构建图)及其在计算机科学中的应用。 * **集合论:** 掌握集合的基本运算和性质。 * **函数:** 学习离散数学中的函数概念。 **课程特色:** * **30天无忧退款保证:** 如果您对课程不满意,可获得全额退款。 * **永久访问权限:** 享受课程更新和学习资料的终身访问。 * **可下载PDF笔记:** 方便您随时复习和查阅。 * **Udemy证书:** 完成课程后可获得可下载的完成证书。 * **快速友好的支持:** 在问答区获得及时的帮助。 * **更新的视频讲座。** **讲师:** Kishore Reddy **立即报名,开启您的离散数学学习之旅!**

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(UPDATED -2025 )This course comes with a 30 day money back guarantee. If you are not satisfied in any way, you will get your money back. Plus you will keep access to the Notebooks as a thank you for trying out the course. You can ALSO Download PDF Notes from this course.Updated and New Video lectures are added.Discrete Mathematics for Computer Science with Graph Theory and Logic This course is about Discrete Mathematics for Computer Science This Discrete Mathematics course explains aboutMathematics Means, What is Discrete Mathematics or Discrete Math?Discrete Mathematics and its applications for Computer ScienceRelation in discrete mathematicsAnd download Discrete Mathematics PDFLogicGraph TheorySet TheoryFunctions in Discrete MathematicsAlso, In this Discrete Mathematics Computer Course you will learn about What is Statement in Discrete Mathematics?What is Logic? What is Graph Theory? Trees Udemy is a great platform to learn You will Also GetLifetime Access to course updatesFast & Friendly Support in the Q & A section Udemy Certificate of Completion Ready for DownloadThis course comes with a 30 day money back guarantee. Please, Enroll in this Mathematics: Discrete Mathematics for Computer Science with Graph Theory and Logic and start learning TODAY.Thank you,Kishore Reddy

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