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Hi, Algebraists:
Say V is finite-dimensional over F . Is there more than one way of defining the
action of F on V (of course, satisfying the vector space axioms.) By different
ways, I mean that the two actions are not equivariant.
Thanks.
Say V is finite-dimensional over F . Is there more than one way of defining the
action of F on V (of course, satisfying the vector space axioms.) By different
ways, I mean that the two actions are not equivariant.
Thanks.