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Vadim Kosoy edited subsection_Orthogonality_Theorem_There_is__.tex
about 8 years ago
Commit id: 7a4d6e38b5051e49e2458017a070efa49b9186d6
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\subsection{Orthogonality Theorem}
There is a variant of definition ~\ref{def:op} which is nearly equivalent and is often useful.
We can think of functions $f: \Words \rightarrow \Reals$ as vectors in a real Hilbert space with inner product $\Chev{f,g}:=\E_\mu[fg]$.