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所在平台: Udemy |
课程主页: https://www.udemy.com/course/mcs-013-discrete-mathematics/
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课程名称：MCS 013 离散数学（IGNOU BCA/MCA） 课程概述：本课程专为攻读离散数学的本科生和研究生设计，尤其是注册IGNOU或BCA项目的学生。讲师拥有德里大学Dyal Singh College的数学荣誉学士学位和计算机应用硕士学位，结合多年的学术和教学经验，确保从基础开始全面讲解相关概念。考虑到学生在教材中理解概念时可能存在困难，本课程通过清晰、逐步的解释，使复杂主题变得易于掌握。 本课程涵盖了从命题演算到计数原理的所有基本主题，结合实际例子和详细的解题技巧。课程中还包含多种练习题和主题相关的历年考题解析，帮助学生有效应用所学概念。随着时间的推移，将不断更新课程内容，添加更多历年考题，以保持课程的相关性和与考试模式的一致性。 课程大纲分为以下两个模块： 模块1：基础逻辑 - 单元1：命题演算 - 单元2：证明方法 - 单元3：布尔代数与电路 模块2：高级主题 - 单元1：集合、关系与函数 - 单元2：排列与组合 - 单元3：其他计数原理 - 单元4：划分与分配 学习内容： - 精通命题逻辑及其在离散数学中的应用 - 理解多种证明方法，包括归纳法和对立命题 - 掌握布尔代数及其在电路中的应用 - 理解集合、关系、函数及其性质 - 学习并应用各种计数原理及划分与分配技巧 课程要求：具有基本的数学知识。 适合人群： - 准备MCS 013的IGNOU学生 - BCA学生 - 包含离散数学内容的课程或学期的学生 - 希望深入理解离散数学基础的学生 讲师在Urban Pro在线授课的丰富经验，将现代教学工具引入课堂，通过音频、视频、PDF材料和PPT演示提供全面的学习体验。学员对讲师的教学评价极高，反馈积极，赞赏其解释的清晰、课程材料的组织性以及解决复杂问题的实用方法。 加入本课程，让离散数学学习变得更加简单和易于接触！讲师已经投入数月的精力精心设计课程，旨在帮助学生在学科中取得优异成绩。立即开始你的学习之旅，让我们一起简化复杂概念！
This course is carefully designed for students pursuing Discrete Mathematics in their graduation or post-graduation, especially those enrolled in IGNOU or BCA programs. With my BSc (Hons) in Mathematics from Dyal Singh College, DU, and a Master's in Computer Applications (MCA), I bring years of academic and teaching experience to ensure the concepts are explained from the ground up. I understand that students sometimes find it challenging to grasp concepts from textbooks, which is why my teaching approach focuses on making complex topics easy through clear, step-by-step explanations.In this course, I cover all essential topics, from propositional calculus to counting principles, using practical examples and detailed question-solving techniques. I have also included a variety of practice exercises and topic-wise explanations of previous exam questions, ensuring that you can apply the concepts effectively. As the years go by, I'll continue to update the course with more previous year's questions to keep it relevant and aligned with exam patterns.The syllabus is structured into manageable blocks:Block 1: Elementary LogicUnit 1: Propositional CalculusUnit 2: Methods of ProofUnit 3: Boolean Algebra and CircuitsBlock 2: Advanced TopicsUnit 1: Set, Relation, and FunctionsUnit 2: Permutation and CombinationUnit 3: Some More Counting PrinciplesUnit 4: Partition and DistributionsWhat you'll learn:Master the concepts of Propositional Logic and its applications in Discrete MathematicsUnderstand different methods of proof, including induction and contra statementsGain a strong foundation in Boolean Algebra and its uses in circuitsGrasp the concepts of Sets, Relations, Functions, and their propertiesLearn and apply various Counting Principles and techniques for Partition and DistributionCourse Requirements:A basic knowledge of MathematicsWho this course is for:IGNOU students preparing for MCS 013BCA studentsAnyone with Discrete Mathematics in their syllabus or semesterStudents who want to thoroughly understand the fundamentals of Discrete MathematicsWith my vast experience teaching online on Urban Pro, where I conduct live classes, I bring modern teaching tools to the classroom-engaging students with audio, video, PDF materials, and PPT presentations to ensure a fully immersive learning experience. My teaching is highly rated, with positive reviews from numerous students, who appreciate my clarity in explanations, well-organized course material, and practical approach to solving complex problems.Join this course and make learning Discrete Mathematics easier and more accessible! I have dedicated months of hard work to carefully craft this course, designed to help you excel in your subject. Start your journey today, and let's simplify complex concepts together!
