Finite Neutrosophic Complex Numbers

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Language: English

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I am glad I took it - just to say that I took a class and survived. Let x = (a, b), y = (c, d) and z = (e, f) belonging to S. Let ai denote a digit in mod 10 and let a1a2…an denote a positive integer with an n number of digits. We also know that if we take any two integers and multiply them in either order, we get the same result—a principle known as the commutative principle of multiplication for integers. So, take one of those elements, let’s say g ∈ G¸ Z(G), and look at the centralizer of g.

Pages: 246

Publisher: Zip Publ. Hse. (November 21, 2011)

ISBN: B006BMG1Y0

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