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hello this is Jay Cabot in this video we're going to be talking about the Jordan form the Jordan form is related to the similarity transformation video in that in the end of the similarity transformation video we found that if you have a square matrix a and that a that matrix is consists of only distinct eigen values meaning eigen values of multiplicity one so we had like let's say we had some matrix that was a three by three matrix and it has eigen values one which is not the same as eigen value two which is not the same as eigen value three so we have these distinct eigen values multiplicity one we found that this a was similar to some diagonal matrix lambda by some similarity transformation q inverse Q and and so a is similar to this matrix and similar matrices have the same eigen values as each other and it just it sort of means you can you can think of your your operation a represented with respect to a different basis set which is represented by this this q and then you can rewri

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