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what is dual space Related: Vector Spaces and Subspaces - Vector Alge...
Dual space of a vector space V is basically a space of functionals which is just set of linear maps from V to that underlying field F (=R) say. The space is denoted by L(V;R) Or V* . Here we always find a dual basis (v*) which spans the whole space w. r. t some basis v of V
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what is dual space Related: Vector Spaces and Subspaces - Vector Algebra, CSIR-NET Mathematical Sciences?
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