Linear Algebra Through Geometry pp 205-212 | Cite as

# Transformations of *n*-Space, *n* ≥ 4

Chapter

## Abstract

By a *transformation of* 4-*space*, we mean a rule *T* which assigns to each vector *X* of ℝ^{4} some vector *T*(*X*) of ℝ^{4}. The vector *T*(*X*) is called the *image* of *X* under *T*, and the collection of all images of vectors in ℝ^{4} under the transformation *T* is called the *range* of *T*. We continue to denote transformations by capital letters such as *P, Q, R, S, T*.

## Keywords

Linear Algebra Computer Graphic General Position Equilateral Triangle Capital Letter
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## Copyright information

© Springer-Verlag New York, Inc. 1992