Exauple- If v=(T') is a contraviurient vecfor, Shew that He Parhil clenivatokes , dehined in each ceordinade %3D System, transform alcerding to the rule 〒;-T2 axTさえ x るx x)

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter7: Distance And Approximation
Section7.4: The Singular Value Decomposition
Problem 53EQ
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Exauple:
If v=(T') is a contravarient vetor, Shew that
He Parhil cderivatones
%3D
de fined in each ceordinede
〒-TYえ x
るx x)
System, transform allrding to the rule
さえ
Sざa るえ
Transcribed Image Text:Exauple: If v=(T') is a contravarient vetor, Shew that He Parhil cderivatones %3D de fined in each ceordinede 〒-TYえ x るx x) System, transform allrding to the rule さえ Sざa るえ
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