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>> No.8777625 [View]
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8777625

>>8761147
What exactly is a determinant and can I find one of an "infinite", bijective linear transform?

My go-to example for infinite vector space is the ring of polynomials.
Clearly the set of bijective transforms is not empty.
I think of the Id function, which I feel should have a determinant of 1, but struggle to explain it without using an infinite process.

tl;dr Is there a determinant defined for a transforms of a general vector space?

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