The book contains a large number of solved examples including those asked in previous years universities papers. Theory and proof of the theorems are given in a very simple manner. Short note on important topics also included. The book contains exhaustive 1st ed. vi+234p.

The subject matter has been discussed in such a simple way that the students will find no difficulty to understand it. The proof of various theorems and examples has been given with minute details. Each chapter of this book contains complete theory and la 1st ed. viii+216p.

The book is a result of Indo French Rock Art Project sponsored by Indira Gandhi National Centre for the Arts. The aim of the project was to devise an international basic approach to rock art to deal with dating, ethnographical and conservation aspect. The 1st ed. xvi+100p., Figures; Plates; Maps; Appendices; Bibliography; Index; 31cm.

This book is devised as an introductory text to above paper encompassing vital information on all pertinent issues. Students, teachers and professionals in the field will find it of utmost use. 1st ed. viii+420p., Tables.

The book is designed as an introductory text to the above paper, encompassing vital information on all pertinent aspects. Thus the material presented here would be of interest as well as of great use to the students, teachers and professionals in the fiel 1st ed. viii+492p., Figures.

Rural Poverty is not confined to one section of the country or to on ethnic group. It is a national problem, and the resolution of hidden India’s persistent economic plight will depend on a better understanding of who is poor and why. This book’s clear, a 1st ed. viii+264p., Illustrations; Tables; Figures; Bibliography; Index; 23cm.

This book is designed as an introductory text to the above paper, encompassing vital information on all pertinent aspects. Thus the material presented here would be of interest as well as of great use to the students, teachers and professional in the fiel 1st ed. viii+376p., Figures.

This book is "Boolean Algebra" is intended to supply the typical freshman and related disciplines with a first exposure to the mathematical topics, essential their study of computer science. The author feels great pleasure in bringing out this book. This 1st ed. viii+312p., Figures.

All the examples have been completely solved. The subject matter has been discussed in such a simple way that the students will find no difficulty to understand it. The students should first try to understand the theorems and then they should try to solve 1st ed. viii+300p.

In preparing this book great care has been taken to treat each topic with clarity and logical arguments without sacrificing any rigors. The language is simple and easily understandable. The proofs of various theorems and examples have been given with minu 1st ed. viii+300p.