preface iv
about theauthor xiii
the companion website xiv
to the studentxvi
list of symbols xix
1 the foundations:logic and proofs
1.1 propositional logic
1.2 applications of propositional logic
1.3 propositional equivalences
1.4 predicates andquantifiers
1.5 nested quantifiers
1.6 rules of inference
1.7 introduction to proofs
1.8 proofmethods and strategy
end-of-chaptermaterial-
2 basic structures:sets,functions,sequences,sums,andmatrices
2.1 sets
2.2 set operations
2.3 functions
.2.4 sequences and summations
2.5 cardinality of sets
2.6 matrices
end-of-chaptermaterial
3 algorithms
3.1 algorithms
3.2 the growth of functions
3.3 complexity of algofithms
end-of-chapter material
4 number theory and cryptography
4.1 divisibilitv andmodular arithmetic
4.2 integer representations andalgorithms
4.3 primesand greatest common divisors
4.4 solving congruences
4.5 applications of congruences
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