Introduction to algebra

[472/28%]

A. I. Kostrikin

Book IAlgebra basics[177/0%]

Chapter I.1Origins of algebra[26/0%]

Chapter I.2Matrices[30/0%]

Chapter I.3Determinants[24/0%]

Chapter I.4Groups. Rings. Fields.[36/0%]

Chapter I.5Complex numbers and polynomials[27/0%]

Chapter I.6Polynomial roots[34/0%]

Book IILinear algebra[154/53%]

Chapter II.1Spaces and forms[24/17%]

Chapter II.2Linear operators[38/71%]

Chapter II.3Vector spaces with a scalar product[35/71%]

Chapter II.4Affine and Euclidean point spaces[16/44%]

Chapter II.5Quadrics[14/29%]

Chapter II.6Tensors[15/40%]

Chapter II.7Applications[12/67%]

Book IIIMain algebraic structures[141/37%]

Chapter III.1Group-theoretic constructions[30/37%]

Chapter III.2Group structure[21/29%]

Chapter III.3Elements of representation theory[41/37%]

Chapter III.4Rings and modules[23/26%]

Chapter III.5Beginning of Galois theory[26/54%]