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2002•Unpublished venueRequires access

The Necessary and Sufficient Condition for the Transformation Being Linear Transformation in Euclid Spaces

Gao Li

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Abstract

By the relation transvection,we obtain two necessary and sufficient conditions for the transformation being linear transformation in Euclid spaces,and out of it,we have got some conclusions.

About this research paper

What this paper is about

By the relation transvection,we obtain two necessary and sufficient conditions for the transformation being linear transformation in Euclid spaces,and out of it,we have got some conclusions.

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Available abstract

By the relation transvection,we obtain two necessary and sufficient conditions for the transformation being linear transformation in Euclid spaces,and out of it,we have got some conclusions.

Key concepts: Transformation (genetics), Mathematics, Pure mathematics, Mathematical analysis, Chemistry, Gene, Biochemistry

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