Comprehensive Mathematics for Computer Scientists 1: Sets and Numbers, Graphs and Algebra, Logic and Machines, Linear Geometry

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Springer Science & Business Media, 5 oct. 2006 - 388 pages
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A second edition of a book is a success and an obligation at the same time. We are satis ed that a number of university courses have been orga› nized on the basis of the rst volume of Comprehensive Mathematics for Computer Scientists. The instructors recognized that the self›contained presentation of a broad specturm of mathematical core topics is a rm point of departure for a sustainable formal education in computer sci› ence. We feel obliged to meet the valuable feedback of the responsible in› structors of such courses, in particular of Joel Young (Computer Science Department, Brown University) who has provided us with numerous re› marks on misprints, errors, or obscurities. We would like to express our gratitude for these collaborative contributions. We have reread the entire text and not only eliminated identi ed errors, but also given some addi› tional examples and explications to statements and proofs which were exposed in a too shorthand style. A second edition of the second volume will be published as soon as the errata, the suggestions for improvements, and the publisher’s strategy are in harmony.
 

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Table des matières

Languages Grammars and Automata
223
Categories of Matrixes
261
Modules and Vector Spaces
279
Linear Dependence Bases and Dimension
287
Algorithms in Linear Algebra
303
Linear Geometry
311
Eigenvalues the Vector Product and Quaternions
327
Second Advanced Topic
343

Planarity
143
First Advanced Topic
149
Monoids Groups Rings and Fields
159
Primes 181
180
Formal Propositional Logic
191
Formal Predicate Logic 209
208
A Further Reading 357
356
B Bibliography
359
Volume II
378
Topology and Calculus
384
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