By Leonard Dickson
Algebraic Theories reports all the very important theories; its large choices variety from the rules of upper algebra and the Galois idea of algebraic equations to finite linear teams (including Klein's "icosahedron" and the speculation of equations of the 5th measure) and algebraic invariants. the total remedy contains matrices, linear variations, common divisors and invariant components, and quadratic, bilinear, and Hermitian types, either singly and in pairs. the implications are classical, with due consciousness to problems with rationality. undemanding divisors and invariant components obtain uncomplicated, usual introductions in reference to the classical shape and a rational, canonical type of linear adjustments. All subject matters are constructed with a outstanding lucidity and mentioned in shut reference to their so much common mathematical purposes.
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Algebraic Theories (Dover Books on Mathematics) by Leonard Dickson