Surjeet Singh

Catalogue

Surjeet Singh

Prof Surjeet Singh started his teaching career as an assistant lecturer in Mathematics at Kirori Mal College, Delhi in 1963. After his Ph.D. from the University of Delhi in 1969, he joined Aligarh Muslim University as Reader in Mathematics, where he taught up to 1975. During his stay there he supervised a number of students for their Ph.D. He became the professor and head of Department of Mathematics at Guru Nanak Dev University, Amritsar in 1975 and worked there up to 1979. Thereafter, he moved to Kuwait University at Kuwait, and after 18 years, he joined King Saud University, Riyadh, Saudi Arabia where he taught up to 2005. During his career, he held visiting assignments at Ohio University, USA, University of Montreal and McMaster University, Canada, and Panjab University, Chandigarh. More than 85 of his research papers on ring theory have been published in international journals of repute. He has also authored a book on Linear Algebra published by Vikas.

Modern Algebra, 9/e

Surjeet Singh & Qazi Zameeruddin

Vikas Publishing

9789352718849
Paperback
625.00
2021

For almost forty-five years, the book ‘Modern Algebra’ has served the student community as a textbook for introductory courses on the subject. It caters to undergraduate and postgraduate students.

The book starts from set theory and covers an advanced course in group theory and ring theory. A detailed study of field theory and its ...

Modern Algebra, 8/e

Qazi Zameeruddin & Surjeet Singh

Vikas Publishing

9788125915409
592 pages
Paperback
499.00

For more than thirty years Modern Algebra has served the student community as a textbook for introductory courses on the subject. The book starts from set theory and covers an advanced course in group theory and ring theory. A detailed study of field theory and its application to geometry is undertaken after a brief and concise account of vector spaces and ...

Linear Algebra, 1/e

Surjeet Singh

Vikas Publishing

9788125904823
452 pages
Paperback
525.00

The book is intended to be a bridge between introductory and advanced textbooks on linear algebra. It is intended for the advanced level undergraduate and postgraduate students, in mathematics and other disciplines, who need a comprehensive knowledge of linear algebra. The book contains detailed proofs of various results; these proofs may or may not be discussed by a teacher, depending upon the ...