17CS36 – Discrete Mathematics and its Applications Notes

17CS36 – Discrete Mathematics and its Applications Notes

Download Discrete Mathematics and its Applications notes for 3rd-semester computer science and engineering, VTU Belagavi.

Module 1 – Introduction

Following are the contents of module 1 – Discrete Mathematics and its Applications

Mathematical induction, Proposition logic, Quantifiers, Laws of logic, Inference rules.

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Module 1  – 17CS36 – Discrete Mathematics and its Applications Notes

Module 2 – Group Theory

Sample notes module 2 – Discrete Mathematics and its Applications

A finite or infinite set ‘S’ with a binary operation ‘0’ (Composition) is called semigroup if it holds following two conditions simultaneously: Closure: For every pair (a, b) ∈ S, (a 0 b) has to be present in the set S.

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Module 2  – 17CS36 – Discrete Mathematics and its Applications Notes

Module 3 – Relations

Following are the contents of module 3 – Discrete Mathematics and its Applications

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Whenever sets we discussed, we need to understand the relation between the elements of sets. Relations may exist between elements of the same set or between elements of two or more sets.

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Module 3  – 17CS36 – Discrete Mathematics and its Applications Notes

Module 4 – Probability and Addition Principle

Following are the contents of module 4 – Discrete Mathematics and its Applications

Probability is a closely related concept to counting. We often try to guess the results of games of chance, like card games, slot machines, and lotteries; i.e. we try to find the likelihood or probability that a particular result with being obtained.

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Module 4  – 17CS36 – Discrete Mathematics and its Applications Notes

Module 5 – Graph and Graph Models

Following are the contents of module 5 – Discrete Mathematics and its Applications

The previous part brought forth different tools for reasoning, proofing and problem-solving.

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Module 5  – 17CS36 – Discrete Mathematics and its Applications Notes

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