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Discrete Mathematics

Discrete MathematicsLecture Notes, Yale University, Spring 1999L. Lov asz and K. VesztergombiParts of these lecture notes are based onL. Lov asz J. Pelik an K. Vesztergombi: Kombinatorika(Tank onyvkiad o, Budapest, 1972);Chapter 14 is based on a section inL. Lov asz Plummer: Matching theory(Elsevier, Amsterdam, 1979)12 Contents1 Introduction52 Let us count! A party .. Sets and the like .. The number of subsets .. Sequences .. Permutations .. 173 The sum of odd numbers .. Subset counting revisited.

people pursue this type of activity almost every day: everybody who plays a game of chess, or solves a puzzle, is solving discrete mathematical problems. The reader is strongly advised to answer the questions posed in the text and to go through the problems at …

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