Best Books on Vector Analysis:
(a)Vector Analysis: Schaum’s Series by Murray Spiegel:
About the Book: The book has been written in the English Language and is available in the Paperback Version, it has been published and printed in the in the year 2009 by a renowned book publishing house by the name “McGraw Hill Education (India)Private Limited”
The book has been written by the Author Murray Speilgel, who has been a former Professor and a Chairman of the Mathematics Department at the Polytechnic Institute of Hartford, Graduate Centre.
The book is a comprehensive text on the subject of Vector Analysis and has many problems, both which are solved and unsolved. The book also has been written in an easy and lucid language explaining all the fundamental concepts and principles in great detail.
(b)Textbook on Vector Analysis by Shanti Narayan:
About the Book: The book has been written in the English Language and it comes in the Paperback Version, it comprises of about 391 pages and has been printed and published in the year 2010 by a renowned book publishing house “S Chand & Co Ltd”
The book comprises of several topics and chapters such as Multiplication of vectors by scalars and addition of vectors Geometry with vectors; affine geometry Scalar product applications to metric geometric vector product and scalar triple product Geometry woth Cartesian co-ordinates Some Miscellaneous topics Statics with vectors Vector valued functions of scalar variables Differential operations Integral transformation
(c)Vector Analysis and Cartesian Tensors Third Edition by PC Kendall:
About the book: The book is presently in the 3rd Edition has been written in the English Language and comes in the Paperback Version, it comprises of about 304 pages. It has been printed and published by the book publishing house “CRC Press Publications”
The book is a comprehensive guide and text for all the Undergraduate Students specifically for the subject of Mathematics; Science and Engineering. The book also specifically deals with other Chapters such as Cartesian Components; making concepts of gradient; divergent and curl particularly simple.
The book has been written in the clear and easy language and comes with lots of practical examples for the purpose of practice and exercises for the benefit of the students at the end of every chapter and section. The book also comes with answers and solutions for additional support, keeping in mind the needs of the students.
(d)Vector Analysis (Dover Books on Mathematics) by Louis Brand:
About the Book: This book comes in the Paperback Version and has been written in the English Language, it comprises of about 304 pages and has been published and printed by the book publishing house “Dover Publications Inc”
The book is an excellent text and guide on the Subject of Vector Analysis, it has been specifically designed and written keeping in minds the needs of the Engineering Undergraduates. It has been written in the plain and simple language and comes with ample illustrations for practice and revision of the Students.