Add to ORKG62The ample hierarchy of geometries of stables theories is strict. We generalise the construction of the free pseudospace to higher dimensions and show that the n-dimensional free pseudospace is ω-stable n-ample yet not (n+1)-ample. In particular, the free pseudospace is not 3-ample. A thorough study of forking is conducted and an explicit description of canonical bases is exhibited
We introduce the notion of primitive pseudo-manifolds and prove that all pseudo-manifolds (without b...
ABSTRACT. A subset P of an abstract algebra A is a pseudobasis if every func-tion from P into A exte...
An arrangement of oriented pseudohyperplanes in Euclidean dspace denes on the set X of pseudohyperpl...
Abstract. The ample hierarchy of geometries of stables theories is strict. We generalise the constru...
62The ample hierarchy of geometries of stables theories is strict. We generalise the construction of...
Abstract. We give a uniform construction of free pseudospaces of dimension n extending work in [1].3...
Abstract: We use pseudo-Anosov homeomorphisms of surfaces in order to prove that the rst-order theor...
Independently and pursuing different aims, Hrushovski and Srour (On stable non-equational theories. ...
Le résultat principal de cette thèse est l'étude de l'ampleur dans des expansions des structures géo...
We show that the theory of the free group -- and more generally the theory of any torsion-free hyper...
Independently and pursuing different aims, Hrushovski and Srour [HS89] and Baudisch and Pillay [BP00...
The main result of this thesis is the study of how amplenessgrows in geometric and SU-rank omega str...
International audienceNon-n-ampleness as defined by Pillay and Evans is preserved under analysabilit...
AbstractWe introduce the notion of primitive pseudo-manifolds and prove that all pseudo-manifolds (w...
Abstract Scalable spaces are simply connected compact manifolds or finite complexes w...
We introduce the notion of primitive pseudo-manifolds and prove that all pseudo-manifolds (without b...
ABSTRACT. A subset P of an abstract algebra A is a pseudobasis if every func-tion from P into A exte...
An arrangement of oriented pseudohyperplanes in Euclidean dspace denes on the set X of pseudohyperpl...
Abstract. The ample hierarchy of geometries of stables theories is strict. We generalise the constru...
62The ample hierarchy of geometries of stables theories is strict. We generalise the construction of...
Abstract. We give a uniform construction of free pseudospaces of dimension n extending work in [1].3...
Abstract: We use pseudo-Anosov homeomorphisms of surfaces in order to prove that the rst-order theor...
Independently and pursuing different aims, Hrushovski and Srour (On stable non-equational theories. ...
Le résultat principal de cette thèse est l'étude de l'ampleur dans des expansions des structures géo...
We show that the theory of the free group -- and more generally the theory of any torsion-free hyper...
Independently and pursuing different aims, Hrushovski and Srour [HS89] and Baudisch and Pillay [BP00...
The main result of this thesis is the study of how amplenessgrows in geometric and SU-rank omega str...
International audienceNon-n-ampleness as defined by Pillay and Evans is preserved under analysabilit...
AbstractWe introduce the notion of primitive pseudo-manifolds and prove that all pseudo-manifolds (w...
Abstract Scalable spaces are simply connected compact manifolds or finite complexes w...
We introduce the notion of primitive pseudo-manifolds and prove that all pseudo-manifolds (without b...
ABSTRACT. A subset P of an abstract algebra A is a pseudobasis if every func-tion from P into A exte...
An arrangement of oriented pseudohyperplanes in Euclidean dspace denes on the set X of pseudohyperpl...