Britannica Enciclopedia Moderna

Britannica Enciclopedia Moderna
Title Britannica Enciclopedia Moderna PDF eBook
Author Encyclopaedia Britannica, Inc
Publisher Encyclopaedia Britannica, Inc.
Pages 2982
Release 2011-06-01
Genre Juvenile Nonfiction
ISBN 1615355162

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The Britannica Enciclopedia Moderna covers all fields of knowledge, including arts, geography, philosophy, science, sports, and much more. Users will enjoy a quick reference of 24,000 entries and 2.5 million words. More then 4,800 images, graphs, and tables further enlighten students and clarify subject matter. The simple A-Z organization and clear descriptions will appeal to both Spanish speakers and students of Spanish.

Enciclopedia de los juegos matemáticos

Enciclopedia de los juegos matemáticos
Title Enciclopedia de los juegos matemáticos PDF eBook
Author Hugo Vera Duarte
Publisher
Pages 288
Release 2009
Genre
ISBN

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Host Bibliographic Record for Boundwith Item Barcode 30112044669122 and Others

Host Bibliographic Record for Boundwith Item Barcode 30112044669122 and Others
Title Host Bibliographic Record for Boundwith Item Barcode 30112044669122 and Others PDF eBook
Author
Publisher
Pages 2562
Release 2013
Genre
ISBN

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On Space and Time

On Space and Time
Title On Space and Time PDF eBook
Author Alain Connes
Publisher Cambridge University Press
Pages 306
Release 2012-03-26
Genre Science
ISBN 1107641683

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Gets to the heart of science by asking a fundamental question: what is the true nature of space and time?

Foundations of Quantum Group Theory

Foundations of Quantum Group Theory
Title Foundations of Quantum Group Theory PDF eBook
Author Shahn Majid
Publisher Cambridge University Press
Pages 668
Release 2000
Genre Group theory
ISBN 9780521648684

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A graduate level text which systematically lays out the foundations of Quantum Groups.

El-Hi Textbooks in Print

El-Hi Textbooks in Print
Title El-Hi Textbooks in Print PDF eBook
Author
Publisher
Pages 728
Release 1979
Genre Education
ISBN

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Quantum Riemannian Geometry

Quantum Riemannian Geometry
Title Quantum Riemannian Geometry PDF eBook
Author Edwin J. Beggs
Publisher Springer Nature
Pages 809
Release 2020-01-31
Genre Science
ISBN 3030302946

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This book provides a comprehensive account of a modern generalisation of differential geometry in which coordinates need not commute. This requires a reinvention of differential geometry that refers only to the coordinate algebra, now possibly noncommutative, rather than to actual points. Such a theory is needed for the geometry of Hopf algebras or quantum groups, which provide key examples, as well as in physics to model quantum gravity effects in the form of quantum spacetime. The mathematical formalism can be applied to any algebra and includes graph geometry and a Lie theory of finite groups. Even the algebra of 2 x 2 matrices turns out to admit a rich moduli of quantum Riemannian geometries. The approach taken is a `bottom up’ one in which the different layers of geometry are built up in succession, starting from differential forms and proceeding up to the notion of a quantum `Levi-Civita’ bimodule connection, geometric Laplacians and, in some cases, Dirac operators. The book also covers elements of Connes’ approach to the subject coming from cyclic cohomology and spectral triples. Other topics include various other cohomology theories, holomorphic structures and noncommutative D-modules. A unique feature of the book is its constructive approach and its wealth of examples drawn from a large body of literature in mathematical physics, now put on a firm algebraic footing. Including exercises with solutions, it can be used as a textbook for advanced courses as well as a reference for researchers.