H * -algebra

0.1 H *-algebra

An H $*$ -algebra is defined as a Hilbert space $\\mathbb{A}_{H}$ equipped with an associative unital algebra structure and an antilinear involution ${}^{*}:\\mathbb{A}_{H}\\to\\mathbb{A}_{H}$ which is compatible with taking the adjoint of the operators on the Hilbert space for the left and right multiplication of $\\mathbb{A}_{H}$ with itself (ref. [1]).

References

1 Baez, J. 2007. http://golem.ph.utexas.edu/category/2006/10/categorified_gelfandnaimark_th.htmlGroupoidification.(Preprint)

单词	Halgebra
释义	H * -algebra 0.1 H -algebra An H $$ -algebra is defined as a Hilbert space $\\mathbb{A}_{H}$ equipped with an associative unital algebra structure and an antilinear involution ${}^{*}:\\mathbb{A}_{H}\\to\\mathbb{A}_{H}$ which is compatible with taking the adjoint of the operators on the Hilbert space for the left and right multiplication of $\\mathbb{A}_{H}$ with itself (ref. [1]). References 1 Baez, J. 2007. http://golem.ph.utexas.edu/category/2006/10/categorified_gelfandnaimark_th.htmlGroupoidification.(Preprint)
随便看	probable prime ProcyclicGroup procyclic group Product product ProductMap product map ProductMeasure product measure ProductOfAutomata product of automata ProductOfDivisorsFunction product of divisors function ProductOfFinitelyGeneratedIdeals product of finitely generated ideals ProductOfIdeals product of ideals ProductOfInjectiveModulesIsInjective product of injective modules is injective ProductOfLeftAndRightIdeal product of left and right ideal ProductOfMetricSpaces product of metric spaces ProductOfNegativeNumbers product of negative numbers