This article is a stub
In finite dimension, a real self-adjoint operator can be diagonalized in a unitary basis.
Practice this concept with exercises
1 / 2
Show that if , is positive (resp. definite positive) if and only if all its eigenvalues are positive (resp. strictly positive)
Open exerciseDifficulty 21/100 · 1 solution · 0 hints
Problems using this concept (0)
No listed problems link to this concept yet.
Problems using this concept (spoiler) (0)
No listed problems use this concept as a spoiler yet.