BabelNet

bn:01129655n

Noun Concept

Categories: Operator theory, Linear operators

self-adjoint operator essentially self-adjoint essentially self-adjoint operator Hahn-Hellinger theorem Hermitian operator

In mathematics, a self-adjoint operator on an infinite-dimensional complex vector space V with inner product ⟨ ⋅, ⋅ ⟩ {\displaystyle \langle \cdot,\cdot \rangle } is a linear map A that is its own adjoint. Wikipedia

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Densely defined operator on a Hilbert space whose domain coincides with that of its adjoint and which equals its adjoint; symmetric operator whose adjoint's domain equals its own domain Wikidata

IS A

symmetric operator

PART OF

self-adjoint

HAS KIND

Hermitian operator

HAS INSTANCE

almost Mathieu operator

Wikipedia

self-adjoint operator

Wikidata

self-adjoint operator

Wikipedia Redirections

essentially self-adjoint, essentially self-adjoint operator, Hahn-Hellinger theorem, Hermitian operator, Hermitian operators, Hermiticity, self-adjoint operators, Self adjoint operator, Selfadjoint operator, symmetric operator

Wikidata Alias

Hermitian operator