Add to ORKGWe show that every reduct of a stable, CM-trivial theory of finite Lascar rank is CM-trivial. AMS classification: 03C45 Keywords: Reducts; CM-trivialit
Answering a question of Junker and Ziegler, we construct a countable first order structure which is ...
AbstractWe construct a moduli space of stable projective pairs with a nontrivial action of a connect...
Based on Hrushovski, Palac{\'i}n and Pillay's example [6], we produce a new structure without the ca...
International audienceWe introduce a generalization of CM-triviality relative to a fixed invariant c...
International audienceWe introduce a generalization of CM-triviality relative to a fixed invariant c...
AbstractFor every structure M of finite signature Mekler (J. Symbolic Logic 46 (1981) 781) has const...
What is cyclic reducibility? Cyclically fully commutative (CFC) elements 3 Toric posets Ordinary par...
Aquesta tesi té tres objectius. En primer lloc, estudiem generalitzacions de la jerarquia no ample r...
We give some new characterizations of Schnorr triviality. In concrete terms, we introduce a reducibi...
We study definable sets D of SU-rank 1 in Meq, where M is a countable homogeneous and simple structu...
Thesis (Ph. D. in Mathematics)--University of Tsukuba, (A), no. 3285, 2003.11.30Includes bibliograph...
AbstractContinuing work of Baldwin and Shi (Ann. Pure Appl. Logic 79 (1996) 1), we study non-ω-satur...
We give some characterizations of Schnorr triviality. In concrete terms, we introduce a reducibility...
International audienceIn a simple CM-trivial theory every hyperimaginary is interbounded with a sequ...
AbstractA notion of reducibility in finite posets is studied. Deletable elements in upper semimodula...
Answering a question of Junker and Ziegler, we construct a countable first order structure which is ...
AbstractWe construct a moduli space of stable projective pairs with a nontrivial action of a connect...
Based on Hrushovski, Palac{\'i}n and Pillay's example [6], we produce a new structure without the ca...
International audienceWe introduce a generalization of CM-triviality relative to a fixed invariant c...
International audienceWe introduce a generalization of CM-triviality relative to a fixed invariant c...
AbstractFor every structure M of finite signature Mekler (J. Symbolic Logic 46 (1981) 781) has const...
What is cyclic reducibility? Cyclically fully commutative (CFC) elements 3 Toric posets Ordinary par...
Aquesta tesi té tres objectius. En primer lloc, estudiem generalitzacions de la jerarquia no ample r...
We give some new characterizations of Schnorr triviality. In concrete terms, we introduce a reducibi...
We study definable sets D of SU-rank 1 in Meq, where M is a countable homogeneous and simple structu...
Thesis (Ph. D. in Mathematics)--University of Tsukuba, (A), no. 3285, 2003.11.30Includes bibliograph...
AbstractContinuing work of Baldwin and Shi (Ann. Pure Appl. Logic 79 (1996) 1), we study non-ω-satur...
We give some characterizations of Schnorr triviality. In concrete terms, we introduce a reducibility...
International audienceIn a simple CM-trivial theory every hyperimaginary is interbounded with a sequ...
AbstractA notion of reducibility in finite posets is studied. Deletable elements in upper semimodula...
Answering a question of Junker and Ziegler, we construct a countable first order structure which is ...
AbstractWe construct a moduli space of stable projective pairs with a nontrivial action of a connect...
Based on Hrushovski, Palac{\'i}n and Pillay's example [6], we produce a new structure without the ca...