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

单词	HomomorphicImageOfASigmastructureIsASigmastructure
释义	homomorphic image of a $\\Sigma$ -structure is a $\\Sigma$ -structure Let $\\Sigma$ be a fixed signature, and $\\mathfrak{A}$ and $\\mathfrak{B}$ two structures for $\\Sigma$ . If $f:\\mathfrak{A}\\to\\mathfrak{B}$ is a homomorphism, then $\\operatorname{im}(f)$ is a structure for $\\Sigma$ .
随便看	ZeroOfAFunction zero of a function ZeroOfPolynomial zero of polynomial ZeroPolynomial zero polynomial ZeroRing zero ring ZeroRuleOfProduct zero rule of product ZerosAndPolesOfRationalFunction zeros and poles of rational function ZeroSequence zero sequence ZeroSetOfATopologicalSpace zero set of a topological space ZerosOfDirichletEtaFunction zeros of Dirichlet eta function ZerosumGame zero-sum game ZerothOrderLogic zeroth order logic ZeroTimesAnElementIsZeroInARing zero times an element is zero in a ring ZeroVectorInAVectorSpaceIsUnique

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homomorphic image of a Σ-structure is a Σ-structure