LINEAR ALGEBRA

Vector spaces. Linear maps. Duality. Bilinear forms. Determinants. Endomorphisms. Inner product spaces.

Linear Algebra, by S. Wadsley, 2016, University of Cambridge.

Linear Algebra, written by D. Chua, based on lectures by S. Wadsley, 2015, University of Cambridge. 

Linear Algebra, written by Q. Kuang, based on lectures by A. M. Keating, 2017, University of Cambridge.

Linear Algebra, written by A. Chan, based on lectures by I. Grojnowski, 2012, University of Cambridge.

Linear Algebra, written by S. Pancratz, based on lectures by J. Saxl, 2005, University of Cambridge.

Linear Mathematics, by A. Glass, 2002, University of Cambridge.

Linear Algebra, by A. Lauder, 2020, University of Oxford.

Linear Algebra, by U. Tillmann, 2016, University of Oxford.

Linear Algebra Abridged, by S. Axler, 2015, San Francisco State University.

Linear Algebra Done Right, by S. Axler, 2017, San Francisco State University.

Linear Algebra, by J. Hefferon, 4th ed., 2020, Saint Michael’s College.

Linear Algebra with Applications, by W. K. Nicholson, 2021, Lyryx Learning Inc.

Linear Algebra: An Introductory Approach, by C. W. Curtis, 4th ed., 1984, Springer.

A Second Course in Linear Algebra, by S. R. Garcia and R. A. Horn, 2017, Cambridge University Press.

Linear Algebra Done Right, by S. Axler, 3rd ed., 2015, Springer.

Linear Algebra, by K. M. Hoffman and R. Kunze, 2nd ed., 1971, Pearson.

Linear Algebra, by G. E. Shilov, 1977, Dover Publications.

Schaum’s Outline of Linear Algebra, by S. Lipschutz and M. Lipson, 6th ed., 2017, McGraw Hill.