- #1

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then A=0

(x,Ay) denote standard inner product on C[n]

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- Thread starter bernoli123
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- #1

- 11

- 0

then A=0

(x,Ay) denote standard inner product on C[n]

- #2

chiro

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then A=0

(x,Ay) denote standard inner product on C[n]

Have you tried using properties of norms, and axioms of the inner product (There is an axiom that deals with zero results)?

- #3

HallsofIvy

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In particular, (e_i, Ae_i)= 0 for every member, [itex]e_i[/itex], of an orthonormal basis.

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