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Discrete Mathematics
Vatsa, B.S.
, Ex-Prof. & Head of the Department of Mathematics at St. John`s College, Agra, U.P.
Vatsa, Suchi
, Lecturer, Deptt. of Comp. Science, APEEJAY Institute of Tech., Greater Noida, Uttar Pradesh.
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PRINTED BOOK DETAILS:
ISBN :
978-81-224-2574-1
Publication Year :
Nov, 2009
Edition :
4th
Reprint :
Feb, 2012
Pages :
314
Price :
$ 15.00
Binding : Paperback
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About the Book: |
The fourth edition retains all chapters of third edition and chapter 4: Ordered Sets and Lattices and chapter 10: Combinatorics as well as several sections on Set Theory, Boolean Algebra, Geometric Linear Transformation and Linear Equation are added.
We have tried to emphasize that concept and terminology should be introduced before they are used. So it is useful in computer science, electrical engineering, mathematics, and professional courses also.
Discrete mathematics is a pre-requisite in most computer programmes, MCA, M.Sc., B.Tech., B.Sc., BCA, BBA, PGDCA etc. of Indian Universities.
A special care has been taken to make the concept of the subject and theorem on it clear by numerical illustrations so that the reader can go into the depth of the subject and make its application where he needs.
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About the Author: |
Dr. B.S. Vatsa is the gold medalist of Agra University. He was the Head of the Department of Mathematics at St. John's College, Agra. He was the convenor of Board of Studies and Chairman of Research Degree Committee of Agra University. He did his Ph.D. in Coding Theory. He published many papers in international journals on Coding Theory and on Modern Algebra. He taught graduate and postgraduate classes for more than 36 years. He wrote many books titled Modern Algebra, Theory of Matrics, Algebric System, and other books for general use.
Suchi Vatsa is M.Sc. in Physics and MCA from Technical University, Lucknow. She is teaching BCA and MCA classes for more than eight years. At present she is a faculty member at APEEJAY Institute of Technology at Greater Noida.
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Contents: |
Mathematical LogicSet TheoryRelation and FunctionsOrdered Sets and LatticesBoolean Algebra and Switching CircuitsMatricesRank and EquivalenceLinear EquationsCharacteristic Roots and Vector of a MatrixCombinatorics
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Audience: |
Mathematics
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