| Two graphs are homomorphically equivalent if each admits a homomorphism to the other. |
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| We say that B is a homomorphic image of A if there is a homomorphism from A to B which is an onto map from A to B. Let A and B be L-algebras. |
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| We characterize compositional interpretation as a homomorphism relating a syntactic source calculus and a target calculus for meaning assembly. |
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| There's a cheap assumption about whatever, call it a homomorphism between form and content. |
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| The notions isomorphism and homomorphism can be defined with further widening on the systems. |
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| An injective homomorphism is called monomorphism and a surjective homomorpism is called epimorphism. |
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| We point out that a homomorphism of sup-algebras has to preserve also nullary operations. |
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| In the same spirit, it should be said not that Z is contained in the field Q of rational numbers but only that the homomorphism Z → Q is one-to-one. |
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| So, for Everett, a theory was empirically faithful and hence empirically acceptable if there was a homomorphism between its model and the world as experienced. |
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| A field homomorphism is a map from one field to another one which is additive, multiplicative, zero-preserving, and unit-preserving. |
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| An injective homomorphism is called monomorphism, a surjective homomorpism is called epimorphism and a bijective homomorphism is called isomorphism. |
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| At the beginning of this paper, we said that decidability, set-oriented operations, and homomorphism were the three essential features of data models. |
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| The model is an isomorphic or homomorphism picturing objects into the choice aim quantity that transfers a competent picturing and properties of the object. |
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