16.-Linear-Algebra-by-Kenneth-Hoffman · Problem 9.2.4

Operators on Inner Product Spaces

Mathematics — Linear Algebra · sesquilinear-forms-symmetric

Problem

Let VV be a complex vector space and let ff be a (sesqui-linear) form on VV which is symmetric: f(α,β)=f(β,α)f(\alpha, \beta) = f(\beta, \alpha). What is ff?

Related theory

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