Accession Number:

AD0412408

Title:

TRANSLATION INVARIANT SUBSPACES OF FINITE DIMENSION,

Personal Author(s):

Corporate Author:

WISCONSIN UNIV MADISON MATHEMATICS RESEARCH CENTER

Report Date:

1963-05-01

Abstract:

Several simple proofs are given of the following theorem. Every finite dimensional translation invariant subspace W of the continuous functions on minus infinity, infinity, or of the Schwartz distributions on minus infinity, plus infinity, is spanned by a set of exponential monomials t to the mu-1 power times e to the lambda t power, lambda lambda sub 1, ..., lambda sub k. Thus, W is the solution space o a homogeneous linear ordinary differential equation with constant coefficients. Author

Pages:

0010

Contract Number:

DA11 022ORD2059

File Size:

0.00MB

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