Add to ORKGThe workshop ”Homogeneous Structures, A Workshop in Honour of Norbert Sauer‘s 70th Birthday” took place at the Banff International Research Station from November 8th to November 13th, 2015. The purpose of the following note is to gather the list of open problems that were posed during the problem sessions. Contributions appear in alphabetical order, according to the name of their autho
International audienceWe study properties of the automorphism groups of Fraïssé limits of classes wi...
International audienceWe study properties of the automorphism groups of Fraïssé limits of classes wi...
A homogeneous structure is a countable (finite or countably infinite) first order structure such tha...
AbstractA relational first order structure is homogeneous if it is countable (possibly finite) and e...
AbstractA relational first order structure is homogeneous if it is countable (possibly finite) and e...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
We develop the theory of homogeneous Polish ultrametric structures. Our starting point is a Fraisse ...
Abstract We consider the complexity of the isomorphism relation on countable first-order structures ...
A countable relational structure $M$ is called $ extit{set-homogeneous}$ if whenever two finite subs...
A countable relational structure $M$ is called $ extit{set-homogeneous}$ if whenever two finite subs...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
International audienceWe study properties of the automorphism groups of Fraïssé limits of classes wi...
International audienceWe study properties of the automorphism groups of Fraïssé limits of classes wi...
A homogeneous structure is a countable (finite or countably infinite) first order structure such tha...
AbstractA relational first order structure is homogeneous if it is countable (possibly finite) and e...
AbstractA relational first order structure is homogeneous if it is countable (possibly finite) and e...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
A countable first-Order structure is called homogneous when each isomorphism between twofinitely gen...
We develop the theory of homogeneous Polish ultrametric structures. Our starting point is a Fraisse ...
Abstract We consider the complexity of the isomorphism relation on countable first-order structures ...
A countable relational structure $M$ is called $ extit{set-homogeneous}$ if whenever two finite subs...
A countable relational structure $M$ is called $ extit{set-homogeneous}$ if whenever two finite subs...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
Une structure dénombrable du premier ordre est dite homogène si tout isomorphisme entre deux sous-St...
International audienceWe study properties of the automorphism groups of Fraïssé limits of classes wi...
International audienceWe study properties of the automorphism groups of Fraïssé limits of classes wi...
A homogeneous structure is a countable (finite or countably infinite) first order structure such tha...