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Currently displaying 1 – 5 of 5

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Geometrical model theory.

Hrushovski, Ehud — 1998

Documenta Mathematica

Computing the Galois group of a linear differential equation

Ehud Hrushovski — 2002

Banach Center Publications

The uncountable spectra of countable theories.

Hart, Bradd; Hrushovski, Ehud; Laskowski, Michael C. — 2000

Annals of Mathematics. Second Series

An invariant for difference field extensions

Zoé Chatzidakis; Ehud Hrushovski — 2012

Annales de la faculté des sciences de Toulouse Mathématiques

In this paper we introduce a new invariant for extensions of difference fields, the , and discuss its properties.

On NIP and invariant measures

Ehud Hrushovski; Anand Pillay — 2011

Journal of the European Mathematical Society

We study forking, Lascar strong types, Keisler measures and definable groups, under an assumption of NIP (not the independence property), continuing aspects of the paper [16]. Among key results are (i) if $p = tp (b / A)$ does not fork over $A$ then the Lascar strong type of $b$ over $A$ coincides with the compact strong type of $b$ over $A$ and any global nonforking extension of $p$ is Borel definable over $bdd (A)$ , (ii) analogous statements for Keisler measures and definable groups, including the fact that $G^{000} = G^{00}$ for $G$ definably amenable,...

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