Mathematics

Pages: 575,
Specialty: Mathematics,
Publisher: CBS,
Publication Year: 2013,
Cover: Paperback

Weight: 0.7 KG
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Specialty: Mathematics,
Publisher: Wiley,
Publication Year: 1982

Weight: 1 KG
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Pages: 1152,
Specialty: Mathematics,
Publisher: Wiley,
Publication Year: 2011,
Cover: Paperback,
Dimensions: 200x254x40mm

The tenth edition of this bestselling text includes examples in more detail and more applied exercises; both changes are aimed at making the material more relevant and accessible to readers. Kreyszig introduces engineers and computer scientists to advanced math topics as they relate to practical problems. It goes into the following topics at great depth differential equations, partial differential equations, Fourier analysis, vector analysis, complex analysis, and linear algebra/differential equations.

Weight: 1.93 KG
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Pages: 929,
Specialty: Mathematics,
Publisher: Jones & Bartlett,
Publication Year: 2006,
Cover: Paperback,
Dimensions: 154.9x233.7x33mm

Weight: 0.84 KG
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Specialty: Mathematics,
Publisher: CBS,
Publication Year: 2015

Weight: 0.7 KG
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Specialty: Mathematics,
Publisher: MedTech,
Publication Year: 2016

Weight: 1 KG
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Pages: 1280,
Specialty: Mathematics,
Publisher: Taylor & Francis,
Publication Year: 2016,
Cover: Hardback,
Dimensions: 223.52x281.94x48.26mm

The Larson CALCULUS program has a long history of innovation in the calculus market. It has been widely praised by a generation of students and professors for its solid and effective pedagogy that addresses the needs of a broad range of teaching and learning styles and environments. Each title is just one component in a comprehensive calculus course program that carefully integrates and coordinates print, media, and technology products for successful teaching and learning.

Weight: 0.58 KG
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Pages: 705,
Specialty: Mathematics,
Publisher: Pearson,
Publication Year: 2014,
Cover: Hardback,
Dimensions: 170x238x32mm

Important though the general concepts and propositions may be with which the modem and industrious passion for axiomatizing and generalizing has presented us, in algebra perhaps more than anywhere else, nevertheless I am convinced that the special problems in all their complexity constitute the stock and core of mathematics, and that to master their difficulties requires on the whole the harder labor. HERMANN WEYL Die Arbeit an diesem Buch begann vor etwa zwanzig Jahren mit Aufzeichnungen zur Erganzung meiner Algebravorlesungen. Ich wollte einige konkrete Themen, wie Symmetrie, lineare Gruppen und quadratische Zahlkorper, ausfuhrlicher be handeln als dies im vorgesehenen Text der Fall war, und daruberhinaus wollte ich den Schwerpunkt in der Gruppentheorie von den Permutationsgruppen auf Matrixgruppen verlagern. Ein anderes standig wiederkehrendes Thema, namlich Gitter, sind spontan aufgetaucht. Ich hoffte, der konkrete Stoff konne das Interesse der Studenten wecken und gleichzeitig die Abstraktionen verstandlicher machen, kurz gesagt, sie sollten weiter kommen, indem sie beides gleichzeitig lernten. Das bewahrte sich gut. Es dauerte einige Zeit, bis ich entschieden hatte, welche Themen ich behandeln wollte, und allmahlich verteilte ich mehr und mehr Aufzeichnungen und ging schliesslich dazu uber, die ganze Vorlesung mit diesem Skript zu bestrei ten. Auf diese Weise ist ein Buch entstanden, das, wie ich meine, etwas anders ist als die existierenden Bucher. Allerdings haben mir die Probleme, die ich damit hatte, die einzelnen Teile des Buches zu einem Ganzen zusammenzufugen, einige Kopfschmerzen bereitet; ich kann also nicht empfehlen, auf diese Art anzufangen, ein Buch zu schreibenshow more

Weight: 1.3 KG
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Pages: 490,
Specialty: Mathematics,
Publisher: Springer,
Publication Year: 2003,
Cover: Hardback,
Dimensions: 160x241.8x33.3mm

This self-contained book by a leading topologist is devoted to algorithmic low-dimensional topology, a branch of mathematics that has recently been undergoing an intense development. The book contains plenty of important fundamental material, which is carefully presented, and also some of the author's own original contributions. For the first time ever, it gives a full exposition of the complexity theory of 3-manifolds and a complete proof of the solution of the homeomorphism problem for Haken manifolds. Written in a clear and succinct manner the book adopts a lively style, with a lot of useful pictures, making it enjoyable for those who like visual topology. The proofs are careful and detailed. This book fills a gap in the existing literature and will become a standard reference for algorithmic 3-dimensional topology both for graduate students and researchers.show more

Weight: 1.04 KG
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