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Hypercomplex Numbers: An Elementary Introduction to Algebras

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Hypercomplex Numbers: An Elementary Introduction to Algebras - Shenitzer, Abe (Translated by), and Kantor, I L, and Solodovnikov, A S
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This book deals with various systems of "numbers" that can be constructed by adding "imaginary units" to the real numbers. The complex numbers are a classical example of such a system. One of the most important properties of the complex numbers is given by the identity (1) Izz'l = Izl.Iz'I. It says, roughly, that the absolute value of a product is equal to the product of the absolute values of the factors. If we put z = al + a2i, z' = b+ bi, 1 2 then we can rewrite (1) as The last identity states that "the product of a sum ...

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Hypercomplex Numbers: An Elementary Introduction to Algebras 1989, Springer, New York, NY

ISBN-13: 9780387969800

1989 edition

Hardcover