Searching for "Homomorphism preservation theorems." – sorted by Relevance.
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On Datalog vs. LFP
- that the homomorphism preservation theorem fails for LFP, both in general and in restriction to finite structures
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FIRST ORDER PROPERTIES ON NOWHERE DENSE STRUCTURES
- and recently it played a prominent role in the study of homomorphism preservation theorems for special classes
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1.1 Preservation Theorems in Classical and Finite Model Theory
- Homomorphism Preservation Theorems BENJAMIN ROSSMAN Massachusetts Institute of Technology
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On Preservation Theorems for Two-Variable Logic
- preservation theorem: a first-order sentence ' defines a model class that is closed under homomorphisms
- Cited by 10 (1 self) – Add To MetaCart
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Homomorphisms and First-Order Logic
- brossman@(email omitted); Abstract We prove that the homomorphism preservation theorem (h.p.t.), a
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Homomorphism Preservation on Quasi-Wide Classes
- remained open for many years is the homomorphism preservation theorem. This states that a first
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Some Aspects of Model Theory and Finite Structures
- preservation theorem is the homomorphism preservation theorem. A sentence ' denes a class that is closed under
- Cited by 7 (0 self) – Add To MetaCart
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Preservation under extensions on well-behaved finite structures
- was initiated in [1]. There, the focus was on the homomorphism preservation theorem, whose status on the class
- Cited by 8 (5 self) – Add To MetaCart
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Finite Model Theory and Finite Variable Logics
- to existential sentences. The Homomorphism preservation theorem states that a class C is FO-definable and closed
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Model theory makes formulas large
- succinctness lower bound: It has recently been proved by Rossman [23] that the homomorphism preservation
- Cited by 1 (1 self) – Add To MetaCart

