This BSc Mathematics Semester 5 Linear Algebra Book is designed for Part B students. The book covers complete syllabus topics with detailed explanations and is highly useful for university exam preparation and concept clarity.
It provides a strong foundation in vector spaces linear transformations and advanced algebra concepts with solved examples and theoretical explanations.
Key Features of this Book
Complete coverage of vector spaces subspaces basis dimension and quotient spaces
Detailed explanation of linear transformations rank nullity theorem and isomorphism
Covers algebra of linear transformations and matrix representation
Includes matrices determinants rank of matrix and elementary transformations
Covers representation of linear transformations and change of basis
Includes linear functionals dual space and transpose of linear transformations
Detailed coverage of eigen values eigen vectors and Cayley Hamilton theorem
Covers inner product spaces norms orthogonality and Gram Schmidt process
Includes bilinear forms quadratic forms and their applications
Simple and student friendly language for easy understanding
Author Details
Written by Hari Kishan M Sc Ph D Ex Senior Reader and Head Department of Mathematics K R PG College Mathura
Manju Sharma M Sc Ph D Associate Professor Department of Mathematics Agra College Agra
Best suited for BSc Semester 5 students preparing for university exams and higher mathematics
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