Summary: Advanced Linear Algebra
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Theorems
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n distinct eigenvalues
p. 284 -
A has fewer than n distinct eigenvalues
p. 285 -
2x2 matrix with complex eigenvalues
p. 299 -
the spectral theorem for symmetric matrices
p. 397 -
the principal axes theorem
p. 403 -
quadratic forms and eigenvalues
p. 405 -
the invertible matrix theorem
p. 421 -
the unique representation theorem
p. 216 -
handouts
This is a preview. There are 15 more flashcards available for chapter 15/12/2014
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Symmetric matrix whose eigenvalues are 1 or 0
is the matrix of an orthogonal projection
handout 2 -
if pk is a solution of a de, then
handout 4
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