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USP/MAT-2458/aula 3

< USP | MAT-2458

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ortogonalidadeEdit

E; <,>; x,y \in E

DefiniçãoEdit

x \perp y \leftrightarrow <x,y> = 0

(i.e., x=0 ou y=0 ou x,y=\frac{\pi}{2})

ProposiçãoEdit

A = \{x_1, \cdots , x_q\} ortogonal

e x_i \neq 0, \forall i = 1, \cdots , q \rightarrow A é L.I.

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