Ce livre associe la théorie et la pratique dans l'enseignement de l'algèbre moderne. L'algèbre moderne est généralement enseignée du point de vue de son intérêt intrinsèque, sans utiliser d'applications. De nombreux lecteurs perdent tout intérêt lorsqu'ils ne voient pas la pertinence du sujet et deviennent souvent sceptiques quant à l'explication que le matériel sera utilisé plus tard. L'auteur estime qu'en fournissant des applications intéressantes et non triviales, l'étudiant appréciera et comprendra mieux le sujet.
Les informations fournies dans la section « Synopsis » peuvent faire référence à une autre édition de ce titre.
Praise for the first edition
"This book is clearly written and presents a large number of examples illustrating the theory . . . there is no other book of comparable content available. Because of its detailed coverage of applications generally neglected in the literature, it is a desirable if not essential addition to undergraduate mathematics and computer science libraries."
CHOICE
As a cornerstone of mathematical science, the importance of modern algebra and discrete structures to many areas of science and technology is apparent and growing with extensive use in computing science, physics, chemistry, and data communications as well as in areas of mathematics such as combinatorics.
Blending the theoretical with the practical in the instruction of modern algebra, Modern Algebra with Applications, Second Edition provides interesting and important applications of this subject effectively holding your interest and creating a more seamless method of instruction.
Incorporating the applications of modern algebra throughout its authoritative treatment of the subject, this book covers the full complement of group, ring, and field theory typically contained in a standard modern algebra course. Numerous examples are included in each chapter, and answers to odd–numbered exercises are appended in the back of the text.
Chapter topics include:
In addition to improvements in exposition, this fully updated Second Edition also contains new material on order of an element and cyclic groups, more details about the lattice of divisors of an integer, and new historical notes.
Filled with in–depth insights and over 600 exercises of varying difficulty, Modern Algebra with Applications, Second Edition can help anyone appreciate and understand this subject.
Blending the theoretical with the practical in the instruction of modern algebra
"There is no other book of comparable content available. Because of its detailed coverage of applications generally neglected in the literature, it is a desirable addition to undergraduate mathematics and computer science libraries."
Choice
Modern algebra guides are often structured from the point of view of the subject’s intrinsic interest, offering only vague promises of practical applications in later courses or more sophisticated texts. William Gilbert’s classic Modern Algebra with Applications, however, incorporates the applications of modern algebra throughout its authoritative treatment of the subject, not only effectively holding his readers’ interest but also creating a more seamless method of instruction.
The book covers the full complement of group, ring, and field theory typically contained in a standard modern algebra course. Numerous examples are included in each chapter, and answers to odd–numbered exercises are appended in the back. Chapter topics include: Boolean Algebras, Groups, Quotient Groups, Symmetry Groups in Three Dimensions, Polya–Burnside Method of Enumeration, Monoids and Machines, Rings and Fields, Polynomial and Euclidean Rings, Quotient Rings, Field Extensions, Latin Squares, Geometrical Constructions, Error–Correcting Codes.
Modern Algebra with Applications remains an ideal companion to upper undergraduate and graduate level algebra courses.
Les informations fournies dans la section « A propos du livre » peuvent faire référence à une autre édition de ce titre.
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