“CategoryOfHalgebras”的概念、定义、习题解题方法及翻译-数学辞典

单词	CategoryOfHalgebras
释义	category of H $$ -algebras Definition 0.1. The category of H $$ -algebras is defined as the category whose objectsare H $$ -algebras (http://planetmath.org/HAlgebra) and whose morphisms are -homomorphisms between H $$ -algebrasthat commute with the antilinear involution $:\\mathbb{A}_{H}\\to\\mathbb{A}_{H}$ . Remark 0.1. The construction of H $*$ -algebras is sometimes called ‘groupoidification’
随便看	Riemann’s theorem on rearrangements RieszFischerTheorem Riesz-Fischer theorem RieszGroup Riesz group RieszInterpolationProperty Riesz interpolation property RieszLemma RieszRepresentationTheorem Riesz representation theorem RieszRepresentationTheoremOfBoundedSesquilinearForms Riesz representation theorem of bounded sesquilinear forms RieszRepresentationTheoremofLinearFunctionalsOnFunctionSpaces Riesz representation theorem (of linear functionals on function spaces) RieszSequence Riesz sequence Riesz’ Lemma Rig rig RiggedHilbertSpace rigged Hilbert space RightFunctionNotation right function notation RighthandedSystemOfVectors right-handed system of vectors

数学辞典收录了18232条数学词条，基本涵盖了常用数学知识及数学英语单词词组的翻译及用法，是数学学习的有利工具。

category of H * -algebras