Source: wikibot/jordan-operator-algebra
= Jordan operator algebra
{wiki=Jordan_operator_algebra}
Jordan operator algebras are a type of algebraic structure that generalize certain properties of both associative algebras and von Neumann algebras, particularly in the context of non-associative algebra. The main focus of Jordan operator algebras is on the study of self-adjoint operators on Hilbert spaces and their relationships, which arise frequently in functional analysis and mathematical physics.