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Elements of Mathematics: General Topology, Pt.1 by Nicolas Bourbaki English January 1967 ISBN: Pages: 437 DJVU 6,9 MB Most branches of mathematics involve structures of a type different from the algebraic structures (groups, rings, fields, etc.) which are the subject of the book Algebra of this series: namely structures which give a mathematical content to the intuitive notions of limit, continuity and neighborhood. These structures are the subject matter of the present book. Embracing Mathematics Publisher: Routledge English PDF ISBN-10: 344 pages 6.84MB This alternative textbook for courses on teaching mathematics asks teachers and prospective teachers to reflect on their relationships with mathematics and how these relationships influence their teaching and the experiences of their students. Applicable to all levels of schooling, the book covers basic topics such as planning and assessment, classroom management, and organization of classroom experiences; it also introduces some novel approaches to teaching mathematics, such as psychoanalytic perspectives and post-modern conceptions of curriculum. Production Factor Mathematics Springer 2010 ISBN: 402 pages PDF 16,8 MB Mathematics as a production factor or driving force for innovation?
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Those, who want to know and understand why mathematics is deeply involved in the design of products, the layout of production processes and supply chains will find this book an indispensable and rich source. Describing the interplay between mathematical and engineering sciences the book focusses on questions like How can mathematics improve to the improvement of technological processes and products? What is happening already? Where are the deficits? What can we expect for the future? 19 articles written by mixed teams of authors of engineering, industry and mathematics offer a fascinating insight of the interaction between mathematics and engineering.
The Language of Mathematics: Making the Invisible Visible W. Freeman 2000-03-13 ISBN: 344 pages PDF 5 MB Keith Devlin is trying to be the Carl Sagan of mathematics, and he is succeeding. He writes: 'Though the structures and patterns of mathematics reflect the structure of, and resonate in, the human mind every bit as much as do the structures and patterns of music, human beings have developed no mathematical equivalent of a pair of ears. Mathematics can be seen only with the eyes of the mind.' All of his books are attempts to get around this problem, to 'try to communicate to others some sense of what it is we experience--some sense of the simplicity, the precision, the purity, and the elegance that give the patterns of mathematics their aesthetic value.' Engineering Mathematics, Second Edition BSP BS Publications 2008 ISBN:, 665 pages PDF 11 MB This book is the sequel to Stroud's excellent 'Engineering Mathematics', which focused on the undergraduate engineer and the math that he/she should know by graduation.
This book continues on with crystal-clear discussions of numerical methods, linear algebra including the singular value decomposition and its uses, linear programming methods, multiple integration, and partial differential equations, to name a few of the topics covered. Just because the mathematics is more advanced in this book does not mean that it is any less clear than its less advanced predecessor.
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Objective PET for Schools – Practice Test Booklet with Answers with Audio CD CAMBRIDGE 2010 ISBN English PDF, WMA 74 pages 87 MB Objective PET provides exam preparation and practice for the PET exam. This PET for Schools Practice Test Booklet with Answers with Audio CD provides two complete practice tests for Cambridge ESOL's new PET for Schools exam launched in March 2009. It may be used in conjunction with Objective PET or any other PET-level course in order to familiarise students with the test format and content. Oxford Users' Guide to Mathematics Publisher: Oxford University Press, USA 2004 PDF 1308 pages ISBN: 42.8Mb The Oxford User's Guide to Mathematics in Science and Engineering represents a comprehensive handbook on mathematics. It covers a broad spectrum of mathematics including analysis, algebra, geometry, foundations of mathematics, calculus of variations and optimization, theory of probability and mathematical statistics, numerical mathematics and scientific computing, and history of mathematics.
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