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Book
ISBN- 81-7488-673-7

VECTOR ANALYSIS
N CH S N IYENGAR
Victor Analysis forms an integral part of the mathematical background required for Engineering mathematics and Science students.

This book has been specially designed to meet the requirements of the students appearing for B.A., B.Sc., Engineering, M.A., M.Sc., examinations of all Indian Universities and also for those preparing for various competitive examinations. This book in its 15 chapters deal with topics on Addition and subtraction of vectors, Products of vectors, Applications to geometry, Applications to Mechanics, Differentiation of Vectors, Vector differential geometry, Differential operations, Integration of vectors, Green's, Gauss's and Stoke's theorems and curvilinear coordinates. Each chapter includes necessary theory with definitions, theorems and a large number of well graded solved problems with exercises to facilitate easy understanding of the subject by self study.

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Book
ISBN- 81-261-0181-4

MATRICES
N.Ch.S.N.IYENGAR
This book is designed to meet the requirements of the students of the various universities studying for B.A., B.Sc. (Pass & Hons.), B.Sc. (Engg.), B.E. and B.Tech. This book in its 8 chapters deals with topics on Algebra of matrices, Matrices associated with a given matrix, Determinants, Adjoint and Inverse of Matrix, Rank and equivalence, linear equations, characteristic roots and vectors of a matrix and quadratic forms.

Each chapter includes necessary theory with definitions, theorems and a large number of well graded solved problems with exercises to facilitate easy understanding of the subject by self study.

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Book
ISBN- 81-261-0491-0

DIFFERENTIAL EQUATIONS
N.Ch. S.N.IYENGAR
This book presents a systematic introduction to the subject of Differential Equations. It includes within its scope the formation, methods of solving the ordinary and partial differential equations of various types. A self-contained book, this incorporates all the necessary background material, each chapter being supported by carefully selected and worked out problems.

This book is designed to meet the requirement of undergraduate and post graduate students of Mathematics, Physics and Engineering, and will be equally useful in other courses which require knowledge of differential equations. Those who appear for competitive examinations like NET, IAS, etc. should find this volume stimulating, refreshingly simple in its approach and highly useful.

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