We establish a number of results on the subject of the first author's topos-theoretic generalization of Grothendieck's Galois formalism. In particular, we generalize in this context the existence theorem of algebraic closures, we give a concrete description of the atomic completion of a small category whose opposite satisfies the amalgamation property, and we explore to which extent a model of a Galois-type theory is determined by its symmetries. (C) 2019 Published by Elsevier B.V
The methodology of topos-theoretic ‘bridges ’ was introduced in [1]. This technique allows to effect...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
We establish a number of results on the subject of the first author's topos-theoretic generalization...
We establish a number of results on the subject of the first author's topos-theoretic generalization...
We establish a number of results on the subject of the first author's topos-theoretic generalization...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
AbstractIn this paper we consider Galois theory as it was interpreted by Grothendieck in SGA1 (Lectu...
This paper arose after several discussions with D.K. Harrison on the possibility of applying the met...
The classical Galois theory of fields and the classification of covering spaces of a path-connected,...
These notes describe the formalism of Galois categories and fundamental groups, as introduced by A. ...
AbstractIn this paper we consider Galois theory as it was interpreted by Grothendieck in SGA1 (Lectu...
The methodology of topos-theoretic ‘bridges ’ was introduced in [1]. This technique allows to effect...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
We establish a number of results on the subject of the first author's topos-theoretic generalization...
We establish a number of results on the subject of the first author's topos-theoretic generalization...
We establish a number of results on the subject of the first author's topos-theoretic generalization...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
We introduce an abstract topos-theoretic framework for building Galois-type theories in a variety of...
AbstractIn this paper we consider Galois theory as it was interpreted by Grothendieck in SGA1 (Lectu...
This paper arose after several discussions with D.K. Harrison on the possibility of applying the met...
The classical Galois theory of fields and the classification of covering spaces of a path-connected,...
These notes describe the formalism of Galois categories and fundamental groups, as introduced by A. ...
AbstractIn this paper we consider Galois theory as it was interpreted by Grothendieck in SGA1 (Lectu...
The methodology of topos-theoretic ‘bridges ’ was introduced in [1]. This technique allows to effect...
This book introduces a set of methods and techniques for studying mathematical theories and relating...
This book introduces a set of methods and techniques for studying mathematical theories and relating...