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Higher Algebra I Course Notes
This book explains the following topics, Groups, The Sylow theorems, The JordanHolder theorem and solvable groups, Free groups and free products, Modules, Localization of rings and modules, Free modules and rank, Infinite Galois theory, Cyclotomic fields, Kummer Theory, Cyclic Galois extensions, Calculation of Galois groups.
Author(s): Eyal Z. Goren, Mcgill University
94 Pages 
Lecture Notes on Non Commutative Distributions
This note contains below topics, Basic Definitions and Examples, OperatorValued Distributions and OperatorValued Cauchy Transform, NonCommutative Functions, The OperatorValued Cauchy Transform, OperatorValued Freeness, OperatorValued Free Central Limit Theorem and OperatorValued Semicircular Elements, Matrices of Semicirculars and MatrixValued Semicirculars and Block Random Matrices, Polynomials in Free Semicirculars and Linearization, Combinatorial and Analytic Description of OperatorValued Freeness Free Cumulants and RTransforms, OperatorValued Free Convolution via Subordination Function and the Distribution of Polynomials in Free Variables, Distribution of Rational Expressions in Free Random Variables, Unbounded Rational Expressions, Some OfftheRecord Remarks.
Author(s): Roland Speicher
123 Pages
A Treatise on Elementary and Higher Algebra
This note explains the following topics, Subtraction, Division, Elimination by comparison, General rule for extracting any root of a polynomial, Multiplication and division of surds, First and second rule for quadratic equations, Properties of the roots of quadratic equations, Binomial and multinomial Theorem demonstrated, Summation ofin and
Author(s): Theodore Strong
NA Pages
Higher algebra a sequel to elementary algebra for schools
This book is intended as a sequel to our Elementary Algebra for Schools. The first few chapters are devoted to a fuller discussion of Ratio, Proportion, Variation, and the Progressions, and then introduced theorems with examples.
Author(s): Henry Sinclair Hall, Samuel Ratcliff Knight
593 Pages
This book explains the following topics, Groups, The Sylow theorems, The JordanHolder theorem and solvable groups, Free groups and free products, Modules, Localization of rings and modules, Free modules and rank, Infinite Galois theory, Cyclotomic fields, Kummer Theory, Cyclic Galois extensions, Calculation of Galois groups.
Author(s): Eyal Z. Goren, Mcgill University
94 Pages