Two finite dim. vector spaces over the same field are isomorphic iff they have the same dimension
Theorem :Two finite dim. vector spaces over the same field are isomorphic iff they have the same dimension #LinearAlgebra
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Every n dimensional vector space U(F) is isomorphic to Fn(F).
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Lec-4 ,Theorem :- A field is finite iff it's multiplicative group is cyclic. #FieldExtension
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13.Every finite n-dimensional vector space is isomorphic to vector space F^n.
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