Matematika Diskrit (B)
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Discrete Mathematics - Rosen
Section 1
Truth Table
Proof with Truth Tables
Logic Laws 1
Logic Laws 2
Logic Laws 3
Conditionals 1
Conditionals 2
Section 2
Predicate and Quantifier
Negating Quantifiers
Rules of Inference
Section 3
Negating Quantifiers
Cartesian Products
Functions
Surjective Functions
Inverse Functions
Section 5
Bubble Sort
Quick Sort
Merge Sort
Big O Notation
Section 6
P vs NP (1)
P vs NP (2)
Section 7
Number Theory
Cryptography 1
Cryptography 2
RSA Algorithm
Section 9
Counting Rules 1
Counting Rules 2
Section 10
Introduction to Relations
Properties of Relations
Combining Relations
Equivalence Relations
Section 11
Direct Proofs
Proof by Contradiction
Mathematical Induction
Section 12
Proof by Contraposition
Recurrence Relations
Divisibility
Section 13
Introduction to Graph Theory
Vertex Degree, Regular Graphs
Sub graphs, Complete Graphs
Section 14
Isomorphisms, Bipartite Graphs
Planar Graphs
Euler's Theorem
Section 15
Hamilton Cycle
Euler Circuit
Dijkstra's Algorithm
Graph Coloring
Contoh Dijkstra Algorithm
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Matematika Diskrit (B)
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Institut Teknologi Sepuluh Nopember
Sarjana
Fakultas Teknologi Elektro dan Informatika Cerdas
S-1 TEKNIK KOMPUTER
Semester Gasal 2022/2023
Matematika Diskrit (B)
Summary
Matematika Diskrit (B)
Teacher:
Diah Puspito Wulandari