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Part I: Fundamentals of Discrete Mathematics. Logic ; Proofs ; Algorithms ; Set Theory ; Relations and Functions ; Sequences, Induction and Recursion ; Introduction to Number Theory ; Counting and Probability ; Boolean Algebra and Combinational Circuits ; Introduction to the Theory of Computation
Part II: Graph Theory. Introduction to Graphs ; Trees and Traversals ; Subgraphs ; Connectivity, Network Flows and Shortest Paths ; Graph Applications
Pseudocode Conventions.

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