Definition: For a vector space V over F, we define the dual space of V to be the vector space L(V,F), denoted by $V^*$.
Question: does that mean dual space is a set of linear functionals?
Definition: For a vector space V over F, we define the dual space of V to be the vector space L(V,F), denoted by $V^*$.
Question: does that mean dual space is a set of linear functionals?
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