Self-adjoint operator

Set

context $V$…Hilbert space
definiendum $A\in \mathrm{it}$
inclusion $A:V\to V$
for all $v,w\in V$
postulate $\langle v\,\left|\right.\,A\,w\rangle = \langle A\,v\,\left|\right.\,w\rangle$

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