TAILIEUCHUNG - theory and problems of finite mathematics schaums outlines

Philosophical debates have arisen over the present and future use of technology in society, with disagreements over whether technology improves the human condition or worsens it. Neo-Luddism, anarcho-primitivism, and similar movements criticise the pervasiveness of technology in the modern world, opining that it harms the environment and alienates people; proponents of ideologies such as transhumanism and techno-progressivism view continued technological progress as beneficial to society and the human condition. Indeed, until recently, it was believed that the development of technology was restricted only to human beings, but recent scientific studies indicate that other primates and certain dolphin communities have developed. | SCHAVM S OUTLINE OF THEORY AND PROBLEMS OF FINITE MATHEMATICS BY SEYMOUR LIPSCHUTZ . Associate Professor of Mathematics Temple University SCHAUM S OUTLINE SERIES McGRAW-HILL BOOK COMPANY New York St. Louis San Francisco Toronto Sydney Copyright 1966 by McGraw-Hill Inc. All Rights Reserved. Printed in the United States of America. No part of this publication may be reproduced stored in a retrieval system or transmitted in any form or by any means electronic mechanical photocopying recording or otherwise without the prior written permission of the publisher. 379S7 6 7 8 9 1 0 SH SH 7543210 Preface Finite mathematics has in recent years become an integral part of the mathematical background necessary for such diverse fields as biology chemistry economics psychology sociology education political science business and engineering. This book in presenting the more essential material is designed for use as a supplement to all current standard texts or as a textbook for a formal course in finite mathematics. The material has been divided into twenty-five chapters since the logical arrangement is thereby not disturbed while the usefulness as a text and reference book on any of several levels is greatly increased. The basic areas covered are logic set theory vectors and matrices counting permutations combinations and partitions probability and Markov chains linear programming and game theory. The area on vectors and matrices includes a chapter on systems of linear equations it is in this context that the important concept of linear dependence and independence is introduced. The area on linear programming and game theory includes a chapter on inequalities and one on points lines and hyperplanes this is done to make this section self-contained. Furthermore the simplex method is given for solving linear programming problems with more than two unknowns and for solving relatively large games. In using the book it is possible to change the order of many later chapters or even .

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