Authors: Dikran Dikranjan, Anna Giordano Bruno We are mainly concerned with the topological and the algebraic entropy in the context of continuous endomorphisms of locally compact groups, paying special attention to the case of compact and discrete groups respectively. Weakly metrizable pseudocompact groups Dikranjan. On convergence groups with dense coarse subgroups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library dikranja A convergence group is a group endowed with a sequential convergence structure that is compatible with the group operations. These notes provide a brief introduction to topological groups with a special emphasis on Pontryaginvan Kampen s duality theorem for locally compact abelian groups. Topological groups : characters, dualities, and minimal group topologies. To the memory of Ivan Prodanov.

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Authors: Dikran Dikranjan, Anna Giordano Bruno We are mainly concerned with the topological and the algebraic entropy in the context of continuous endomorphisms of locally compact groups, paying special attention to the case of compact and discrete groups respectively.

Weakly metrizable pseudocompact groups Dikranjan. On convergence groups with dense coarse subgroups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library dikranja A convergence group is a group endowed with a sequential convergence structure that is compatible with the group operations. These notes provide a brief introduction to topological groups with a special emphasis on Pontryaginvan Kampen s duality theorem for locally compact abelian groups.

Topological groups : characters, dualities, and minimal group topologies. To the memory of Ivan Prodanov. Dikran Dikranjan abelian groups. PDF Locally minimal topological groups Dikran. Dikran Dikranjan - Citazioni di Google Scholar. Project Page Feedback Known Problems. Right now, we have a 2-to-1 Matching Gift Campaign, so you can triple your impact.

Weakly complete free topological groups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library worldwide. A selection of papers on abelian groups, commutative. A theorem of representation of any 1. We give a completely self-contained. Note: Supplemental materials.

Dikran Dikranjan's home page - Uniud. Dikran Dikranjan - ResearchGate. CLP-compactness for topological spaces and groups Dikran Dikranjan1 for spaces and topological groups, that work particularly well for precompact groups. Roughly speaking, entropy is a non-negative real number or infinity assigned. Abelian groups, module theory, and topology: Selected topics from the structure theory of topological groups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library worldwide This article contains open problems and questions covering the following topics: In particular, closure operators are used to give solutions to the epimorphism and co-well-poweredness.

On convergence groups with dense coarse subgroups by Dikran N Dikranjan 1 edition published in in English and aitmetica by 1 WorldCat member library worldwide A convergence group is a group endowed with a sequential convergence structure dikranjann is compatible with the group operations.

Dikranjan No students known. Research articles: Global Krull dimensions and global. Player P1 chooses an element x 2 G and player P2 tries to guess what element x has been chosen by P1 by asking questions of the following form.

Dikranjan, , available at Book Depository with free delivery worldwide. In this work we study left linearly compact i.

Dikranjan, Zero-dimensionality of some pseudocompact groups, Proc. In the last sixty years entropy made its way also in topology, ergodic theory, as well as other branches of mathematics as algebra, geometry and number theory where dynamical systems appear in one way or another. Stoyanov Using only tools of functional analysis that belong to general topology, this informative volume focuses on the theory of topological groups as it relates to characters, dualities, and minimal group topologies.

We consider topological groups which. Uspenskij I Journal of Pure and Applied Algebra In the rest of this section we investigate the properties of this weaker notion of compactness. CiteSeerX — On a game in a topological group. The game G G has two players P1 and P2. If you have additional information or corrections regarding this mathematician, please use the update form. To submit students of this mathematician, please use the new data form, noting this mathematician s MGP ID of for the advisor.

A topological group G is v-compact if for each topological group H the projection G xH H sends closed normal subgroups of G xH to closed normal subgroups of H. This allows us to show that arbitrary products D.

These notes provide a brief introduction. We give a completely self-contained elementary proof of the theorem following Topological Groups BiggerBooks. Limit free computation of entropy by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library worldwide Various limit-free formulas are given for the computation of the algebraic and the topological entropy, respectively in the settings of endomorphisms of locally finite discrete groups and of continuous endomorphisms.

Welcome to Dikran Dikranjan's home page. The problem of stability of these classes under the product, direct sum operations and taking subgroups or quotients is investigated. He is the author or coauthor of over 90 research papers and books on topological groups, modules and rings, and category theory and its applications, including Topological Groups: Characters, Dualities, and Minimal Group Topologies Marcel Dekker, Inc.

Entropy was introduced first in thermodynamics and statistical mechanics, as well as information theory. Skickas inom vardagar. Topological Groups, by Dikranjan, Dikran N. Arnautov s problems on semitopological isomorphisms. Direct sums and products in topological groups and vector.

Topological groups : characters, dualities, and minimal. On a game in a topological group - MathUniPD. A symmetric subset of an abelian group containing zero is said to be a GTG set if it generates a group topology in an analogous way as convex and symmetric subsets are unit balls for pseudonorms on a vector space. Semitopological isomorphisms of topological groups were introduced by Arnautov 2 , who posed several questions related to compositions of semitopological isomorphisms and about the groups G we call them Arnautov groups such that for every group topology on G every semitopological isomorphism with domain G, is necessarily open i.

Compact groups and their generalizations. On convergence groups with dense coarse subgroups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library worldwide A convergence group is a group endowed with a sequential convergence structure that is compatible with the group operations.

Cartesian products and minimality, Trans. All topological groups considered in this chapter are assumed Topological groups Open Library. Features a stimulating selection of papers on abelian groups, commutative and noncommutative rings and their modules, and topological groups.

On convergence groups with dense coarse subgroups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library worldwide A convergence group is a group endowed with a sequential convergence structure that is algeba with the group operations.

On convergence groups with dense coarse subgroups by Dikran N Dikranjan 1 edition published in in English and held by 1 WorldCat member library worldwide A convergence group is a group endowed with a sequential convergence structure di,ranjan is compatible with the group operations.

Introduction to Topological Groups. Nicolas Bourbaki, 4 books Dikran N. First Edition; First Printing. Studies Algebra and Topology. Algebraic aspects of Topological Groups, Rings and Modules.

Investigates currently popular topics such as Butler groups and almost completely decomposable groups. Arnold, 2 books Michael Aschbacher, 2 books Taqdir Husain, 2 books.

New York: Marcel Dekker Inc. It was conjectured by Iv. Dikranjan Uniqueness of Dualities SpringerLink. Topological Entropy and Algebraic Entropy for group. Topological Groups: Characters, Dualities, and Minimal. Introduction to Topological Groups : Dikran Dikranjan. For a commutative ring R we discuss uniqueness of functorial dualities of the category L R of locally compact R-modules i.

Roeder proved that in case R is the ring of integers i. CLP-compactness for topological spaces and groups. Atomic Topological Groups - advgrouptheory. Rent or buy Topological Groups -

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## Dikranjan, Dikran N. 1950-

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## Aritmetica e algebra

Aritmetica e algebra by M. Aritmetica e algebra: M. As applications we give new proofs of the connection between the algebraic and the topological entropy in the abelian case and of the connection of the topological entropy with the finite depth for topological automorphisms. We prove that the positive answer to this question is equivalent to non-existence of measurable cardinals. Categorical structure of closure operators: Weakly slgebra free topological groups by Dikran N Dikranjan dikrqnjan edition published in in English and held by 1 WorldCat member library worldwide.