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Ratio-based multi-level resistive memory cells

Scientific reports, 2021-01, Vol.11 (1), p.1351-1351, Article 1351

2021

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STABILITY, COHOMOLOGY VANISHING, AND NONAPPROXIMABLE GROUPS

Forum of mathematics. Sigma, 2020, Vol.8, Article e18

2020

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Extensions of a residually finite group by a weakly sofic group are weakly sofic

Revista matemática iberoamericana, 2023-06, Vol.39 (3), p.1097-1104

Glebsky, Lev

2023

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Approximations of groups, characterizations of sofic groups, and equations over groups

Journal of algebra, 2017-05, Vol.477, p.147-162

Glebsky, Lev

2017

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Almost congruence extension property for subgroups of free groups

Journal of group theory, 2018-01, Vol.21 (1), p.125-146

2018

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Unrestricted wreath products and sofic groups

International journal of algebra and computation, 2019-03, Vol.29 (2), p.343-355

2019

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Property of defect diminishing and stability

International electronic journal of algebra, 2022-01, Vol.31 (31), p.49-54

2022

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Directional complexity and entropy for lift mappings

Discrete and continuous dynamical systems. Series B, 2015-12, Vol.20 (10), p.3385-3401

2015

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On low rank perturbations of complex matrices and some discrete metric spaces

Electronic Journal of Linear Algebra, 2014-11, Vol.27 (1)

2014

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TRUE SPECTRUM OF A FINITE FOURIER TRANSFORM

JP journal of algebra, number theory and applications, 2019-11, Vol.44 (2), p.181-199

2019

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Computing the complexity for Schelling segregation models

Communications in nonlinear science & numerical simulation, 2008-12, Vol.13 (10), p.2236-2245

2008

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ALMOST SOLUTIONS OF EQUATIONS IN PERMUTATIONS

Taiwanese journal of mathematics, 2009-04, Vol.13 (2A), p.493-500

2009

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Sofic groups and profinite topology on free groups

Journal of algebra, 2008-11, Vol.320 (9), p.3512-3518

2008

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Short cycles in repeated exponentiation modulo a prime

Designs, codes, and cryptography, 2010-07, Vol.56 (1), p.35-42

2010

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Measures related to $(\epsilon,n)$-complexity functions

Discrete and continuous dynamical systems. Series A, 2008-09, Vol.22 (1/2, September), p.23-34

2008

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The crossing number of Cm × Cn is as conjectured for n ≥ m(m + 1)

Journal of graph theory, 2004-09, Vol.47 (1), p.53-72

2004

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Measures related to metric complexity

Discrete and continuous dynamical systems. Series A, 2010-12, Vol.28 (4), p.1299-1309

2010

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Una prueba sencilla del teorema de los ceros de Hilbert usando bases de Gröbner

Lecturas matemáticas (Bogotá, D.E.), 2013, Vol.34 (1), p.77-82

2013

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On low rank perturbations of complex matrices and some discrete metric spaces

Electronic Journal of Linear Algebra, 2009, Vol.18 (1)

2009

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The crossing number of C m × C n is as conjectured for n ≥ m ( m + 1)

Journal of graph theory, 2004-09, Vol.47 (1), p.53-72

2004

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CYCLES IN REPEATED EXPONENTIATION MODULO pn

Integers, 2014, p.937-943

2014

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Complete description of weakly coupled chaotic subsystems

Revista mexicana de física, 2002, Vol.48 (4), p.355-359

2002

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Ratio-based multi-level resistive memory cells

STABILITY, COHOMOLOGY VANISHING, AND NONAPPROXIMABLE GROUPS

Extensions of a residually finite group by a weakly sofic group are weakly sofic

Approximations of groups, characterizations of sofic groups, and equations over groups

Almost congruence extension property for subgroups of free groups

Unrestricted wreath products and sofic groups

Property of defect diminishing and stability

Directional complexity and entropy for lift mappings

On low rank perturbations of complex matrices and some discrete metric spaces

TRUE SPECTRUM OF A FINITE FOURIER TRANSFORM

Computing the complexity for Schelling segregation models

ALMOST SOLUTIONS OF EQUATIONS IN PERMUTATIONS

Sofic groups and profinite topology on free groups

Short cycles in repeated exponentiation modulo a prime

Measures related to $(\epsilon,n)$-complexity functions

The crossing number of Cm × Cn is as conjectured for n ≥ m(m + 1)

Measures related to metric complexity

Una prueba sencilla del teorema de los ceros de Hilbert usando bases de Gröbner

On low rank perturbations of complex matrices and some discrete metric spaces

The crossing number of C m × C n is as conjectured for n ≥ m ( m + 1)

CYCLES IN REPEATED EXPONENTIATION MODULO pn

Complete description of weakly coupled chaotic subsystems

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