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Introduction to Modern Algebra and Matrix Theory
This unique text provides students with a single-volume treatment of the basics of calculus and analytic geometry. It reflects the teaching methods and philosophy of Otto Schreier, an influential mathematician and professor. The order of its presentation promotes an intuitive approach to calculus, and it offers a strong emphasis on algebra with minimal prerequisites.
Starting with affine space and linear equations, the text proceeds to considerations of Euclidean space and the theory of determinants, field theory and the fundamental theorem of algebra, elements of group theory, and linear transformations and matrices. Numerous exercises at the end of each section form important supplements to the text.
Starting with affine space and linear equations, the text proceeds to considerations of Euclidean space and the theory of determinants, field theory and the fundamental theorem of algebra, elements of group theory, and linear transformations and matrices. Numerous exercises at the end of each section form important supplements to the text.
Reprint of the Chelsea Publishing Company, New York, 1959 edition.
math; mathematics; math textbooks; analytic geometry; algebraic concepts; matrices; calculus; math teaching methods; abstract math; trigonometry; pure mathematics; mathematical theory; linear equations; euclidian space; affine space; theory of determinants; linear transformations; field theory; fundamental theorem of algebra; group theory; experiments; theoretical; science$24.95
Introduction to Modern Algebra and Matrix Theory—
$24.95
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Description
This unique text provides students with a single-volume treatment of the basics of calculus and analytic geometry. It reflects the teaching methods and philosophy of Otto Schreier, an influential mathematician and professor. The order of its presentation promotes an intuitive approach to calculus, and it offers a strong emphasis on algebra with minimal prerequisites.
Starting with affine space and linear equations, the text proceeds to considerations of Euclidean space and the theory of determinants, field theory and the fundamental theorem of algebra, elements of group theory, and linear transformations and matrices. Numerous exercises at the end of each section form important supplements to the text.
Starting with affine space and linear equations, the text proceeds to considerations of Euclidean space and the theory of determinants, field theory and the fundamental theorem of algebra, elements of group theory, and linear transformations and matrices. Numerous exercises at the end of each section form important supplements to the text.
Reprint of the Chelsea Publishing Company, New York, 1959 edition.
math; mathematics; math textbooks; analytic geometry; algebraic concepts; matrices; calculus; math teaching methods; abstract math; trigonometry; pure mathematics; mathematical theory; linear equations; euclidian space; affine space; theory of determinants; linear transformations; field theory; fundamental theorem of algebra; group theory; experiments; theoretical; science
