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Article | REF: AF87 V1

Reduction of endomorphisms

Author: Rached MNEIMNÉ

Publication date: April 10, 1999

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4. Sequence of iterated kernels. Young's tables

Let λ be an eigenvalue of A. By replacing A in the following by A – λI, we can assume that λ is zero. For the eigenvalue λ = 0, we'll consider an increasing sequence of vector subspaces, and from there we'll associate λ = 0 with a Young table, denoted TY(A,λ).

4.1 A sequel that runs out of steam

The growing sequence {0}⊂Ker A⊂Ker A2⊂−⊂Ker Ak

is a sequence that...

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Sequence of iterated kernels. Young's tables
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