Combinatorial Problems and Exercises

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  • Combinatorial Problems and Exercises Book Detail

  • Author : László Lovász
  • Release Date : 1979
  • Publisher : American Mathematical Soc.
  • Genre : Mathematics
  • Pages : 646
  • ISBN 13 : 9780821869475
  • File Size : 12,12 MB

Combinatorial Problems and Exercises by László Lovász PDF Summary

Book Description: The main purpose of this book is to provide help in learning existing techniques in combinatorics. The most effective way of learning such techniques is to solve exercises and problems. This book presents all the material in the form of problems and series of problems (apart from some general comments at the beginning of each chapter). In the second part, a hint is given for each exercise, which contains the main idea necessary for the solution, but allows the reader to practice theechniques by completing the proof. In the third part, a full solution is provided for each problem. This book will be useful to those students who intend to start research in graph theory, combinatorics or their applications, and for those researchers who feel that combinatorial techniques mightelp them with their work in other branches of mathematics, computer science, management science, electrical engineering and so on. For background, only the elements of linear algebra, group theory, probability and calculus are needed.

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Combinatorial Problems and Exercises

Combinatorial Problems and Exercises

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The main purpose of this book is to provide help in learning existing techniques in combinatorics. The most effective way of learning such techniques is to solv

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The aim of this book is to introduce a range of combinatorial methods for those who want to apply these methods in the solution of practical and theoretical pro

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The main purpose of this book is to provide help in learning existing techniques in combinatorics. The most effective way of learning such techniques is to solv

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This book presents methods of solving problems in three areas of elementary combinatorial mathematics: classical combinatorics, combinatorial arithmetic, and co