taylors_thm

taylors_thm - QR Factorization Factorization Summary...

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QR Factorization th d fl t Factorization Summary 2 33 22 2 3 1 3 3 2 3 ,, purpose metho df l ops comments Ax b n n CGE inv inv inaccurate Ax b n n LU inv not computed n n nn   26 2 5 1 3 3 1 3 2 2 11 2 , ? , TT A Ax A b Choleski also used for PD Ax b m n n mn QR generally u mn n n sed for LS  EE103 SLIDES 6C (SEJ) 1 QR Factorization 2 a 1 a 0 T T T vu u v u u u    () T T uu v u      EE103 SLIDES 6C (SEJ) 2
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QR Factorization 2 a 11 /( ) an o r m a 0 TT T T T vu u v u u u v u v v u u      () T Iu uv EE103 SLIDES 6C (SEJ) 3 QR Factorization Example: T vv u u  EE103 SLIDES 6C (SEJ) 4
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QR Factorization EE103 SLIDES 6C (SEJ) 5 QR Factorization
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This note was uploaded on 06/01/2010 for the course EE EE 103 taught by Professor Jacobsen during the Spring '09 term at UCLA.

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taylors_thm - QR Factorization Factorization Summary...

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