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Book
ISBN- 81-7488-132-8

HISTORY OF MATHEMATICS AND COMPUTER SCIENCE
G.R. CHHATWAL
This set is an outstanding attempt to take full account as much as possible of History of Mathematics and Computer Science from ancient times to twentieth century. At the same time, an attempt has been made to avoid burdening the text with petty details and maintain a smooth presentation and paint a whole integrated panorama of History of Mathematics and Computer Science. This set has the obvious advantage of covering large departments of knowledge with the most ancient as well as recent informations.

In subject matter, an attempt has been undertaken by a careful division of topics to find a better balance. The major part of the material has been extracted from original sources. The point of view in the present work has been intended always to be objective, impartial and free from conventional platitudes, but this is an ideal and very difficult to attain. The main aim of this set is to provide a survey of History of Mathematics and Computer Science with the quest of the young student or the layman. It is hoped, that this set will encourage the reader to make his own investigations of the various scientific phenomena. Throughout the process of compilation and editing of this set, sincere efforts have been made to make it as a ready reference for undergraduate and postgraduate students of Mathematics and Computer Science and also for those appearing for competitive examinations, research scholars, teachers and alike.

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Book
ISBN- 81-7041-761-9

WORLD GREAT MATHEMATICIANS
G.R. CHHATWAL S.C. ANAND RAJ KUMAR S.K. ARORA K. NARANG
This book includes biographical entries on internationally renowned Mathematicians who have made important contributions towards the development of Mathematics. An attempt has been made to select these mathematicians from ancient times to the 20th century. The entries include biographical data, place and date of birth, post held, etc. but do not furnish personal details about the subject's family, prizes, honorary degrees, etc. However, a sincere effort has been undertaken to include their main research achievements, discoveries and inventions but the nature and importance of some entries are somewhat lengthy because we have found taken them interesting. It is hoped that the readers will find entries useful and interesting. The book will be of immense value to the students of Mathematics, research scientists and engineers working in science projects.

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Book
ISBN- 81-7488-473-4

COMMERCE MATHEMATICS
OM. P. CHUG P.N. GUPTA S.D. SHARMA J.R. GOEL
This book is intended to serve as a text book in Mathematics and Statistics for B.Com. I year students. An attempt has been made to divide this book into three units. The first unit consists of 7 chapters, dealing with set theory Indices, Surds, Logarithms, and Binary Numeration System etc. Second unit consist of 6 chapters dealing with Equations, Progressions Per mutation and Combinations etc. unit III consists of fourteen chapters. The diagram has been given wherever necessary to make the concepts more clear and understandable.

Each concept in the book has been explained by giving a good number of solved examples and then a good number of problems have been given for practice also.

The concept in the Statistics portion has been illustrated clearly by taking examples from daily life experiences. In Mathematics portion, a sufficient number of foot-notes have been given so that the reader may learn things in a better way. As the wrong answers to questions shatter the confidence of the students, so to avoid it, we have ourselves solved all the problems and cross-checked the results.

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Book
ISBN- 81-7488-735-0

TOPICS IN MATHEMATICS DYNAMICS NUMERICAL ANALYSIS
S P GUPTA OM P CHUG P N GUPTA
This book is divided in two parts. Part I deals with dynamics while part II is devoted to Numerical Analysis. The book is designed for B.A./B.Sc classes of various Indian universities. Throughout the book, a large number of solved examples have been given to illustrate the various concepts and techniques.

Each set of examples is followed by an exercise. The problems for the exercises have been carefully selected and graded properly. Also the answers have been thoroughly checked.

Questions from the examination papers of various Indian Universities have been inserted at proper places. This book is useful for all students for whom it is meant.

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