Related Resourcesġ Puzzles, Patterns, and Mathematical Language 1ġ.3 Truth-tellers, Liars, and Propositional Logic 24Ģ.5 Contradiction and the Pigeonhole Principle 132Ģ.6 Excursion Representations of Numbers 150Ģ.7 Excursion Modular Arithmetic and Cryptography 166Ĥ.1 Definitions, Diagrams, and Inverses 249Ĥ.3 Properties of Functions and Set Cardinality 283Ĥ.6 Numerical Functions in Discrete Math 324Ĥ.7 Excursion Iterated Functions and Chaos 334ĥ.3 Combinations and the Binomial Theorem 398ĥ.6 Excursion Solving Recurrence Relations 423Ħ.2 Sum and Product Rules for Probability 448Ħ.4 Expected Value in Games of Chance 466Ħ.6 Excursion Matrices and Markov Chains 482ħ.4 Connections to Matrices and Relations 546ħ.7 Excursion Hamiltonian Cycles and the TSP 596 Another important content thread, as the sub-title implies, is the focus on mathematical puzzles, games and magic tricks to engage students. Throughout the book the application of mathematical reasoning is emphasized to solve problems while the authors guide the student in thinking about, reading, and writing proofs in a wide variety of contexts. One innovation uses several major threads to help weave core topics into a cohesive whole. These active and well-known authors have come together to create a fresh, innovative, and timely approach to Discrete Math.
#Discrete mathematics ensley crawley pdf#
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