forumbasta
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Hi everyone,
Given two different reference frames in a vector space; say left and right. v is a vector defined in the left frame and u is a vector defined in the right frame.
What is the nature of a matrix A that can satisfy the equality u= A.v?
Thank you
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coordinate systems
in Linear Algebra and Group Theory
Posted · Edited by forumbasta
Thank you DrRocket,
I meant by "reference frame" coordinate system.
Your reply is nearly what I am looking for.
My accurate request is:
The vectors u and v are defined in two different coordinate systems.
"The matrix B have to be the product of two matrices, one of them is a transformation matrix from one of the coordinate system to the other". As you specified B = A.T
I am very grateful if you could support the statement between quotations by some references.
Thank you again, have a nice weekend