Question: Let Show that if θ is not an integer multiple of Ï, then R can be factored into a product R = ULU, where This

Let
Let
Show that if θ is not an integer multiple of

Show that if θ is not an integer multiple of π, then R can be factored into a product R = ULU, where

Let
Show that if θ is not an integer multiple of

This type of factorization of a rotation matrix arises in applications involving wavelets and filter bases.

cos sin -sin cos 0 SOS-1 0 sino and L sin 1

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