G. Arzhantseva

发表

Solvable groups with polynomial Dehn functions

G. Arzhantseva, D. Osin, 2002 .

A property of subgroups of infinite index in a free group

Goulnara Arzhantseva, G. Arzhantseva, 2000 .

Large girth graphs with bounded diameter-by-girth ratio

G. Arzhantseva, A. Biswas, Arindam Biswas, 2018 .

Relative expanders

G. Arzhantseva, R. Tessera, 2014, 1402.1481.

Acylindrical hyperbolicity of cubical small cancellation groups

G. Arzhantseva, M. Hagen, 2016, Algebraic & Geometric Topology.

On the Cayley graph of a generic finitely presented group

G. Arzhantseva, P. Cherix, 2004 .

Logarithmic girth expander graphs of SLn(Fp)\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$SL_n({\mathbb {F}}_p)$$\en

G. Arzhantseva, A. Biswas, 2022, Journal of Algebraic Combinatorics.

G. Arzhantseva, A. Biswas, Arindam Biswas, 2018, Journal of Algebraic Combinatorics.

Linear sofic groups and algebras

G. Arzhantseva, Liviu Paunescu, 2012, 1212.6780.

Coarse Non-Amenability and Coarse Embeddings

G. Arzhantseva, Ján Špakula, E. Guentner, 2012, Geometric and Functional Analysis.

Coarse non-amenability and covers with small eigenvalues

G. Arzhantseva, E. Guentner, 2011, Mathematische Annalen.

On Quasiconvex Subgroups of Word Hyperbolic Groups

G. Arzhantseva, 2001 .

Relative expanders

G. Arzhantseva, R. Tessera, 2014, 1402.1481.

Metrics on diagram groups and uniform embeddings in a Hilbert space

M. Sapir, G. Arzhantseva, V. Guba, 2004, math/0411605.

Negative curvature in graphical small cancellation groups

G. Arzhantseva, David Hume, D. Gruber, 2016, Groups, Geometry, and Dynamics.

Contracting geodesics in infinitely presented graphical small cancellation groups

G. Arzhantseva, D. Gruber, Christopher H. Cashen, 2016 .

Relative expanders

G. Arzhantseva, R. Tessera, 2015, Geometric and Functional Analysis.

2 J un 2 00 4 GROWTH RATES OF AMENABLE GROUPS

G. Arzhantseva, V. Guba, 2022 .

A Lower Bound on the Growth of Word Hyperbolic Groups

I. Lysenok, G. Arzhantseva, 2006 .

Generic properties of finitely presented groups and howson's theorem

Goulnara Arzhantseva, G. Arzhantseva, 1998 .

2 Classical Idea : Approximate “ Complicated ” Groups by “ Easy ”

G. Arzhantseva, 2019 .

Asymptotic Approximations of Finitely Generated Groups

G. Arzhantseva, 2014 .

On approximation properties of semidirect products of groups

'Swiatoslaw R. Gal, G. Arzhantseva, 2013, 1312.7682.

Constraint metric approximations and equations in groups

G. Arzhantseva, Liviu Paunescu, 2017, Journal of Algebra.

Almost commuting permutations are near commuting permutations

G. Arzhantseva, Liviu Paunescu, 2014, 1410.2626.

Uniform non-amenability

H. Short, M. Lustig, G. Arzhantseva, 2005 .

Characterizations of Morse Quasi-Geodesics via Superlinear Divergence and Sublinear Contraction

G. Arzhantseva, D. Gruber, Christopher H. Cashen, 2016, Documenta Mathematica.

The true prosoluble completion of a group: Examples and open problems

Delaram Kahrobaei, Goulnara Arzhantseva, Zoran Šunić, 2005, math/0512242.

Isomorphism versus commensurability for a class of finitely presented groups

Goulnara Arzhantseva, Ashot Minasyan, J.-F. Lafont, 2011, 1109.2225.

Relatively hyperbolic groups are C*-simple

G. Arzhantseva, A. Minasyan, 2006, math/0603305.

Growth tight actions

G. Arzhantseva, Jing Tao, Christopher H. Cashen, 2014, 1401.0499.

Infinite groups with fixed point properties

M. Bridson, G. Arzhantseva, J. Świa̧tkowski, 2007, 0711.4238.

Admitting a coarse embedding is not preserved under group extensions

Romain Tessera, Goulnara Arzhantseva, G. Arzhantseva, 2016, 1605.01192.

The SQ-universality and residual properties of relatively hyperbolic groups

G. Arzhantseva, D. Osin, A. Minasyan, 2006, math/0601590.

Graphical small cancellation groups with the Haagerup property

Damian Osajda, Goulnara Arzhantseva, G. Arzhantseva, 2014, 1404.6807.

Infinitely presented small cancellation groups have the Haagerup property

G. Arzhantseva, Damian Osajda, 2012, 1212.4866.

Coarse non-amenability and covers with small eigenvalues

G. Arzhantseva, E. Guentner, 2010, 1009.1966.

G R ] 1 2 D ec 2 00 5 THE TRUE PROSOLUBLE COMPLETION OF A GROUP EXAMPLES AND OPEN PROBLEMS

P. Harpe, G. Arzhantseva, Delaram Kahrobaei, 2005 .

Spectral gap and origami expanders

G. Arzhantseva, Dawid Kielak, Damian Sawicki, 2021, 2112.11864.