“VitaliCovering”的概念、定义、习题解题方法及翻译-数学辞典

单词	VitaliCovering
释义	Vitali covering A collection of sets $\\mathscr{V}$ in a metric space $X$ is called a Vitali covering (or Vitali class) for $X$ if for each $x\\in X$ and $\\delta>0$ there exists $U\\in\\mathscr{V}$ such that $x\\in U$ and $0<\\operatorname{diam}(U)\\leq\\delta$ .
随便看	removable singularity Repdigit repdigit RepresentantsOfQuadraticResidues representants of quadratic residues RepresentationOfACcmathsfGTopologicalAlgebra representation of a C_c⁢(𝖦) - topological algebra RepresentationOfIntegersByEquivalentIntegralBinaryQuadraticForms representation of integers by equivalent integral binary quadratic forms RepresentationOfRealNumbers representation of real numbers RepresentationRing representation ring RepresentationRingVsBurnsideRing representation ring vs burnside ring RepresentationsOfABoundQuiver representations of a bound quiver RepresentationsOfBanachalgebrasAreContinuous representations of Banach -algebras are continuous RepresentationsOfCompactGroupsAreEquivalentToUnitaryRepresentations representations of compact groups are equivalent to unitary representations RepresentationsVsModules representations vs modules RepresentationTheoremForCompactMetricSpaces representation theorem for compact metric spaces

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。

Vitali covering