AbstractWe study ways to simplify Ehrenfeucht–Fraïssé games. In particular, we consider decompositions of a structure and their effect on Ehrenfeucht–Fraïssé games. We investigate notions of locality and we present a generalisation of the theorem of Gaifman to linearly ordered structures
International audienceWe study the locality of an extension of first-order logic that captures graph...
Building on work of Gaifman [Gai82] it is shown that every first-order formula is logically equival...
This thesis makes a contribution to the classification of certain specific relational structures un...
AbstractWe study ways to simplify Ehrenfeucht–Fraïssé games. In particular, we consider decompositio...
AbstractLocality notions in logic say that the truth value of a formula can be determined locally, b...
This thesis discusses the notion of locality used in finite model theory to obtain results about the...
In this paper we initiate the study of Ehrenfeucht-Fraïssé games for some standard finite structures...
Locality notions in logic say that the truth value of a formula can be determined locally, by lookin...
Locality notions in logic say that the truth value of a formula can be determined locally, by lookin...
Locality notions in logic say that the truth value of a formula can be determined locally, by lookin...
Ehrenfeucht-Fräısse ́ games are very useful in studying separation and equivalence results in logic...
AbstractGaifman's normal form theorem showed that every first-order sentence of quantifier rank n is...
Abstract. We survey recent results on logics with counting and their local properties. We rst consid...
AbstractInexpressibility results in Finite Model Theory are often proved by showing that Duplicator,...
In this paper we define a game which is played between two players I and II on two mathematical stru...
International audienceWe study the locality of an extension of first-order logic that captures graph...
Building on work of Gaifman [Gai82] it is shown that every first-order formula is logically equival...
This thesis makes a contribution to the classification of certain specific relational structures un...
AbstractWe study ways to simplify Ehrenfeucht–Fraïssé games. In particular, we consider decompositio...
AbstractLocality notions in logic say that the truth value of a formula can be determined locally, b...
This thesis discusses the notion of locality used in finite model theory to obtain results about the...
In this paper we initiate the study of Ehrenfeucht-Fraïssé games for some standard finite structures...
Locality notions in logic say that the truth value of a formula can be determined locally, by lookin...
Locality notions in logic say that the truth value of a formula can be determined locally, by lookin...
Locality notions in logic say that the truth value of a formula can be determined locally, by lookin...
Ehrenfeucht-Fräısse ́ games are very useful in studying separation and equivalence results in logic...
AbstractGaifman's normal form theorem showed that every first-order sentence of quantifier rank n is...
Abstract. We survey recent results on logics with counting and their local properties. We rst consid...
AbstractInexpressibility results in Finite Model Theory are often proved by showing that Duplicator,...
In this paper we define a game which is played between two players I and II on two mathematical stru...
International audienceWe study the locality of an extension of first-order logic that captures graph...
Building on work of Gaifman [Gai82] it is shown that every first-order formula is logically equival...
This thesis makes a contribution to the classification of certain specific relational structures un...
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