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On the Measure of Sets of Parallel Linear Subspaces in Affine Space
Published online by Cambridge University Press: 20 November 2018
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Let En be the n-dimensional euclidean real space and the group of unimodular affine transformations which operates on it. It is known that the sets of linear h-spaces Lh (0 < h < n) have no invariant measure with respect to u (5). We wish now to consider sets of elements
1.1
composed by q parallel subspaces of dimensions h1, h2, … , hq which transform transitively by .
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- Copyright © Canadian Mathematical Society 1962
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