| 单词 | injective |
| 释义 | BETA Examples ofinjectiveDictionary> Examples ofinjective injectiveisn’t in the Cambridge Dictionary yet. You can help! Add a definition If f is closed andinjectiveand g isinjective, then f is closed andinjectiveand g isinjective. From theCambridge English Corpus Categorists often defineinjectiveobjects with respect to monos, while topologists and locale theorists prefer to define them with respect to regular monos (embeddings). From theCambridge English Corpus One is a function that allows us to applyinjectivesubstitutions on names to the derivatives of two processes. From theCambridge English Corpus We also observe that the status of substitution and that ofinjectiverenaming are quite different. From theCambridge English Corpus Indeed, the translation t is c also aninjectivemorphism. From theCambridge English Corpus We show that in a generic sense, measurably and topologically, the dynamics of aninjectivequasi-contraction is degenerated. From theCambridge English Corpus To achieve this decomposition, we need to exclude maps that are 'essentiallyinjective'. From theCambridge English Corpus So it remains to show that isinjective. From theCambridge English Corpus So we will show that k isinjective. From theCambridge English Corpus Since evalb is surjective a solution exists for conv; since it is notinjective, there may more than one solution. From theCambridge English Corpus Since we are not assuming weak purity, the vertical map on the right of this diagram need not beinjective. From theCambridge English Corpus Note that the morphisms used in the previous example are partialinjectivefunctions, hence partial functions. From theCambridge English Corpus This characterization may break down, however, in the presence of non-injectiverules. From theCambridge English Corpus Since u strictly decreases when y increases, isinjective. From theCambridge English Corpus These examples are from corpora and from sources on the web. Any opinions in the examples do not represent the opinion of the Cambridge Dictionary editors or of Cambridge University Press or its licensors. |
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