This book caters to the need of the students of B.Sc., engineering, physics, computer graphics, economics, psychology and other branches.
In this book, matrices and their algebra have been introduced from the beginning. So, the addition, multiplication, determinants, adjoint and inverse of matrices with concrete examples have been discussed properly. For advanced students, rank, vector spaces, with row and column spaces of matrices have been given in detail. Some new chapters on geometrical transformation, bilinear forms, quadratic forms, Hermitian forms and similar matrices are dealt with specific length so that the readers start feeling, the book is soft contained. Conceptual, theoretical as well as numerical problems which are too important from examination point of view of different universities have also been included. Many important problems have been solved properly at suitable places and graded exercises are given at the end of each section.


Table Of Contents:
• Matrices
• Algebra of Matrices
• Determinants
• Adjoint and Inverse of a Matrix
• Rank and Equivalence
• Linear Equations
• Vector Spaces and Linear Transformation
• Characteristic Roots and Vectors of a Matrix
• Bilinear Forms
• Quadratic Forms
• Hermitian Forms
• Similar Matrices.