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Discrete Structures Lecture Notes

Discrete StructuresLecture NotesVladlen Koltun1 Winter 20081 Computer Science Department, 353 Serra Mall, Gates 374, Stanford University, Stanford, CA94305, Sets and Defining sets .. Set operations .. More sets ..42 Introducing induction .. Strong induction .. Why is the induction principle true? ..83 More proof Proofs by contradiction .. Direct proofs ..124 The division algorithm .. Remainders .. Greatest common divisors .. Greatest common divisors and linear combinations ..185 Prime The fundamental theorem of arithmetic .. The infinity of primes ..226 Modular Congruences .. Modular division ..277 Relations and Ordered pairs .. Relations .. Kinds of relations .. Creating relations .. Functions ..358 mathematical Propositions and predicates.

2 shortly. The proofs for π and e require mathematical analysis and are outside our scope.) On being formal. Were the above definitions formal enough? The answer is: it depends. For example, defining the natural numbers is an important and non-trivial accomplishment of mathematics. After all, what do these symbols “1”, “2”, “3 ...

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