Publication date
January 2017
DOIAbstract
We describe a geometric theory classified by Connes-Consani’s epicylic topos and two related theories respectively classified by the cyclic topos and by the topos [ ℕ∗, Set]
We describe a geometric theory classified by Connes-Consani’s epicylic topos and two related theories respectively classified by the cyclic topos and by the topos [ ℕ∗, Set]
AbstractWe give a functorial description of the topological cyclic homology of a ring A in terms of ...
AbstractWe prove a homological counterpart of a conjecture of P. Baum and A. Connes, concerningK-the...
A family F of triplets of a set X is a cyclic order if the following axioms are satisfied: (a, b, c)...
We describe a geometric theory classified by Connes-Consani’s epicylic topos and two related theorie...
We determine the points of the epicyclic topos which plays a key role in the geometric encoding of c...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
AbstractWe define a cyclic cocycle which corresponds to the piecewise linear Godbillon–Vey class of ...
We give a model-theoretic characterization of the class of geometric theories classified by an atomi...
Dans cette thèse, nous étudions les objets cycliques et leurs interactions avec les invariants quant...
Summary In the rst part we give a self contained introduction to the theory of cyclic systems in n...
We give a systematic description of the cyclic cohomology theory of Hopf algebroids in terms of its...
We give characterizations, for various fragments of geometric logic, of the class of theories classi...
AbstractWe give a functorial description of the topological cyclic homology of a ring A in terms of ...
AbstractWe prove a homological counterpart of a conjecture of P. Baum and A. Connes, concerningK-the...
A family F of triplets of a set X is a cyclic order if the following axioms are satisfied: (a, b, c)...
We describe a geometric theory classified by Connes-Consani’s epicylic topos and two related theorie...
We determine the points of the epicyclic topos which plays a key role in the geometric encoding of c...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
AbstractWe define a cyclic cocycle which corresponds to the piecewise linear Godbillon–Vey class of ...
We give a model-theoretic characterization of the class of geometric theories classified by an atomi...
Dans cette thèse, nous étudions les objets cycliques et leurs interactions avec les invariants quant...
Summary In the rst part we give a self contained introduction to the theory of cyclic systems in n...
We give a systematic description of the cyclic cohomology theory of Hopf algebroids in terms of its...
We give characterizations, for various fragments of geometric logic, of the class of theories classi...
AbstractWe give a functorial description of the topological cyclic homology of a ring A in terms of ...
AbstractWe prove a homological counterpart of a conjecture of P. Baum and A. Connes, concerningK-the...
A family F of triplets of a set X is a cyclic order if the following axioms are satisfied: (a, b, c)...
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