A Comprehensive Dictionary of Mathematics.pdf

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COMPREHENIIVE
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MATHE MATICS
Chief Editor & Compiler:
-~ Roger Thompson
~
ABHISHEK
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All rights reserved. No part of this book may be reproduced in any
form, electronically or otherwise, in print, photoprint, micro film or
by any other means without written permission from the publi sher.
ISBN
Copyright
Revised Edition
Publisher
2010
Published by
ABHISHEK PUBLICATIONS,
S.C.O. 57-59, Sector 17-C,
CHANDIGARH-160017 (India)
Ph.-2707562,Fax-OI72-2704668
Email: abhpub@yahoo.com
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Preface
Mathematicians, scientists, engineers, and students will
look this dictionary for defmitive coverage ofall branches
ofmathematics, both pure and applied. Featuring more
than 1500 terms, the book defmes terms and expressions
in algebra, number theory, operator theory, logic, com-
plex numbers, fmite mathematics, topology, and other ar-
eas----each with definition along with pictorial represen-
tations ofmany terms.
This dictionary is authoritative, comprehensive compris-
ing latest terms and is carefully reviewed to ensure its
accuracy, clarity, and completeness. This Dictionary of
Mathematics puts a wealth of essential information at
your fingertips. Whether you're a professional, a stu-
dent, a writer, or a general reader with science curiosity,
this comprehensive resource defines the current language
ofpure and applied Mathematics and gives you a better
understanding of the ideas and concepts you need to
know.
It has, for the first time, brought together in one easily
accessible form the best-expressed thoughts that are es-
pecially illuminating and pertinent to the discipline of
Mathematics. This dictionary will be a handy reference
for the mathematician or scientific reader and the wider
public interested in who has said what on mathematics.
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· The overall aim ofthe dictionary is to provide an acces-
sible description ofwhat one judges to be the core ma-
terial for damn good dictionary. The subject has a repu-
tation for being disagreeably difficult. I have tried to
alter that perception by showing that key ideas can be
presented simply judiciously but not overwhelmingly de-
ployed, clarifies and provides power.
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