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German English

Author : Felix Flügel
ISBN : WISC:89099464372
Genre : English language
File Size : 65. 58 MB
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Practical Lessons In German

Author : Amandus Albin Fischer
ISBN : HARVARD:32044102777133
Genre : German language
File Size : 29. 84 MB
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Prachin Yog Vidya Avam Bhartiy Darshan

ISBN : 9781312061514
Genre :
File Size : 39. 64 MB
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Gramin Vyavastha Evam Vikendrikaran Vishleshanatmak Adhyayan

Author : Dr. Dushyant Kumar
ISBN : 9781365846168
Genre :
File Size : 20. 33 MB
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Author : ____ ___ _______
ISBN : 9781365642562
Genre :
File Size : 77. 8 MB
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Author : विभोर कुमार मालविया
ISBN : 9781312734562
Genre :
File Size : 26. 1 MB
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Author : Dr. Jay Kiran
ISBN : 9781365552755
Genre :
File Size : 34. 45 MB
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Otba English Hindi Science Social Science And Maths

Author : Saraswati Experts
ISBN : 9789350411551
Genre : Juvenile Fiction
File Size : 89. 69 MB
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Activity Book

Proceedings Of National Seminar

Author : Dr. Dharam Das Vishwakarma
Genre : Education
File Size : 35. 43 MB
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The following book is an academic, non-fiction, research publication of original research papers presented in National Research Seminar held on 26 - 28 February, 2011 at Government Autonomous P.G. College, Chhindwara, Madhya Pradesh. We all know that, conservation of resources of Earth is essential to make the life to exist. In contemporary time this issue is arising as a challenging question in front of this beautiful world. On the same pace, present book is the collection of 34 research papers presented in National Research Seminar on the topic of Land use, Land cover change, Water Resource Management, Tourism Development and Biodiversity in Madhya Pradesh. These research papers are relevant on the introspection and analysis of the various issues of land, forest and water. This work will prove relevant in the direction of making this blue planet a place of worthy life.


Author : William A. Adkins
ISBN : 0387978399
Genre : Mathematics
File Size : 53. 16 MB
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This book is designed as a text for a first-year graduate algebra course. The choice of topics is guided by the underlying theme of modules as a basic unifying concept in mathematics. Beginning with standard topics in groups and ring theory, the authors then develop basic module theory, culminating in the fundamental structure theorem for finitely generated modules over a principal ideal domain. They then treat canonical form theory in linear algebra as an application of this fundamental theorem. Module theory is also used in investigating bilinear, sesquilinear, and quadratic forms. The authors develop some multilinear algebra (Hom and tensor product) and the theory of semisimple rings and modules and apply these results in the final chapter to study group represetations by viewing a representation of a group G over a field F as an F(G)-module. The book emphasizes proofs with a maximum of insight and a minimum of computation in order to promote understanding. However, extensive material on computation (for example, computation of canonical forms) is provided.

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