16.-Linear-Algebra-by-Kenneth-Hoffman · Problem 9.2.7
Operators on Inner Product Spaces
Mathematics — Linear Algebra · non-degenerate-forms
Problem
Let f be a form on a finite-dimensional vector space V. Look at the definition of left non-degeneracy given in Exercise 6. Define right non-degeneracy and prove that the form f is left non-degenerate if and only if f is right non-degenerate.