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Cyclic splittings of pro-$\mathcal{C}$ groups
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2025
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Jesus Berdugo
Pavel Zalesskii
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PDF
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On profinite groups with the Magnus Property
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2024
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Claude Marion
Pavel Zalesskii
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+
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Finitely generated normal pro-<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.svg"><mml:mi mathvariant="script">C</mml:mi></mml:math> subgroups in right angled Artin pro-<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.svg"><mml:mi mathvariant="script">C</mml:mi></mml:math> groups
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2024
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Dessislava H. Kochloukova
Pavel Zalesskii
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PDF
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Finite subgroups of the profinite completion of good groups
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2024
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Marco Boggi
Pavel Zalesskii
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Pro-<mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.svg"><mml:mi mathvariant="script">C</mml:mi></mml:math> RAAGs
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2024
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Montserrat Casals-Ruiz
Matteo Pintonello
Pavel Zalesskii
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PDF
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Prosoluble subgroups of the profinite completion of the fundamental
group of compact 3-manifolds
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2024
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Lucas Costa Lopes
Pavel Zalesskii
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+
PDF
Chat
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Cyclic splittings of pro-p groups
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2024
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Jesus Berdugo
Pavel Zalesskii
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+
PDF
Chat
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Finite subgroups of the profinite completion of good groups
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2024
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Marco Boggi
Pavel Zalesskii
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+
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Prosoluble subgroups of free profinite products
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2024
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Pavel Zalesskii
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+
PDF
Chat
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Profinite genus of free products with finite amalgamation
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2023
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Vagner R. de Bessa
Anderson L. P. Porto
Pavel Zalesskii
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+
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A pro-$p$ version of Selaâs accessibility and PoincarĂ© duality pro-$p$ groups
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2023
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Ilaria Castellano
Pavel Zalesskii
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+
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The profinite completion of relatively hyperbolic virtually special groups
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2023
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Pavel Zalesskii
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+
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Relatively projective profinite groups
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2023
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Pavel Zalesskii
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+
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Relatively projective pro-p groups
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2023
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Dan Haran
Pavel Zalesskii
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+
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Profinite groups with abelian Sylow subgroups
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2023
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Lucas Costa Lopes
Pavel Shumyatsky
Pavel Zalesskii
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PDF
Chat
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Aritmethic lattices of SO(1,n) and units of group rings
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2023
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S. C. Chagas
Ăngel del RıÌo
Pavel Zalesskii
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Generalized Stallings' decomposition theorems for pro-p groups
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2023
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Mattheus Aguiar
Pavel Zalesskii
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+
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Aritmethic lattices of $\SO(1,n)$ and units of group rings
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2023
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S. C. Chagas
Ăngel del RıÌo
Pavel Zalesskii
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+
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Finitely generated normal pro-$\mathcal C$ subgroups in right angled Artin pro-$\mathcal C$ groups
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2023
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Dessislava H. Kochloukova
Pavel Zalesskii
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+
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Profinite genus of free products with finite amalgamation
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2023
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Vagner R. de Bessa
Anderson L. P. Porto
Pavel Zalesskii
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+
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Cyclic splittings of pro-p groups
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2023
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Jesus Berdugo
Pavel Zalesskii
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+
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Pro-$\mathcal{C}$ RAAGs
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2023
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Montserrat Casals-Ruiz
Matteo Pintonello
Pavel Zalesskii
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+
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Prosoluble subgroups of free profinite products
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2023
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Pavel Zalesskii
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PDF
Chat
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The profinite completion of accessible groups
|
2022
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Vagner R. de Bessa
Anderson L. P. Porto
Pavel Zalesskii
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PDF
Chat
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The profinite completion of the fundamental group of infinite graphs of groups
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2022
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Mattheus Aguiar
Pavel Zalesskii
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+
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Rightâangled Artin proâp$p$ groups
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2022
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Ilir Snopce
Pavel Zalesskii
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+
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Hyperbolic 3-manifold groups are subgroup into conjugacy separable
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2022
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S. C. Chagas
Pavel Zalesskii
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PDF
Chat
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Pro-p groups acting on trees with finitely many maximal vertex stabilizers up to conjugation
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2022
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Zoé Chatzidakis
Pavel Zalesskii
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+
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The profinite completion of relatively hyperbolic virtually special groups
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2022
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Pavel Zalesskii
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+
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Relatively projective pro-$p$ groups
|
2022
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Dan Haran
Pavel Zalesskii
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+
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The profinite completion of accessible groups
|
2022
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Vagner R. de Bessa
Anderson L. P. Porto
Pavel Zalesskii
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+
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Relatively projective profinie groups
|
2022
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Pavel Zalesskii
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+
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A pro-$p$ version of Sela's accessibility and Poincaré duality pro-$p$ groups
|
2022
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Ilaria Castellano
Pavel Zalesskii
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PDF
Chat
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Profinite groups in which centralizers are virtually procyclic
|
2021
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Pavel Shumyatsky
Pavel Zalesskii
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+
PDF
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Subgroups of pro-p $$PD ^3$$-groups
|
2021
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Ilaria Castellano
Pavel Zalesskii
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PDF
Chat
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Retracts of Free Groups and a Question of Bergman
|
2020
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Ilir Snopce
Slobodan Tanushevski
Pavel Zalesskii
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+
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Subgroups of pro-$p$ $PD^3$-groups
|
2020
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Ilaria Castellano
Pavel Zalesskii
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+
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Pro-p groups acting on trees with finitely many maximal vertex stabilizers up to conjugation
|
2020
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Zoé Chatzidakis
Pavel Zalesskii
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+
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Right-angled Artin pro-$p$ groups
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2020
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Ilir Snopce
Pavel Zalesskii
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+
PDF
Chat
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A Characterization of Permutation Modules Extending a Theorem of Weiss
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2020
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John MacQuarrie
Pavel Zalesskii
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+
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Infinitely generated pseudocompact modules for finite groups and Weiss' Theorem
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2019
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John MacQuarrie
Peter Symonds
Pavel Zalesskii
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+
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Profinite groups in which centralizers are virtually procyclic
|
2019
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Pavel Shumyatsky
Pavel Zalesskii
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+
PDF
Chat
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Profinite extensions of centralizers and the profinite completion of limit groups
|
2019
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Pavel Zalesskii
Theo Zapata
|
+
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Retracts of free groups and a question of Bergman
|
2019
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Ilir Snopce
Slobodan Tanushevski
Pavel Zalesskii
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PDF
Chat
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Profinite groups in which centralizers are abelian
|
2019
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Pavel Shumyatsky
Pavel Zalesskii
Theo Zapata
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+
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Virtual retraction and Howsonâs theorem in pro-$p$ groups
|
2019
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Mark Shusterman
Pavel Zalesskii
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PDF
Chat
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Profinite detection of 3-manifold decompositions
|
2019
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Henry Wilton
Pavel Zalesskii
|
+
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Profinite groups in which centralizers are virtually procyclic
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2019
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Pavel Shumyatsky
Pavel Zalesskii
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+
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Retracts of free groups and a question of Bergman
|
2019
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Ilir Snopce
Slobodan Tanushevski
Pavel Zalesskii
|
+
PDF
Chat
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Infinitely generated virtually free proâp groups and pâadic representations
|
2018
|
Pavel Zalesskii
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Profinite groups in which centralizers are abelian
|
2018
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Pavel Shumyatsky
Pavel Zalesskii
Theo Zapata
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+
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Infinitely generated pseudocompact modules for finite groups and Weiss' Theorem
|
2018
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John MacQuarrie
Peter Symonds
Pavel Zalesskii
|
+
PDF
Chat
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Hyperbolic 3-Manifolds Groups are Subgroup Conjugacy Separable
|
2018
|
S. C. Chagas
Pavel Zalesskii
|
+
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Profinite groups in which centralizers are abelian
|
2018
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Pavel Shumyatsky
Pavel Zalesskii
Theo Zapata
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+
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Infinitely generated pseudocompact modules for finite groups and Weiss' Theorem
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2018
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John Macquarrie
Peter Symonds
Pavel Zalesskii
|
+
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Profinite extensions of centralizers and the profinite completion of limit groups
|
2017
|
Pavel Zalesskii
Theo Zapata
|
+
PDF
Chat
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Pro-p subgroups of profinite completions of 3-manifold groups
|
2017
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Henry Wilton
Pavel Zalesskii
|
+
PDF
Chat
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Virtually free pro-p products
|
2017
|
Th. Weigel
Pavel Zalesskii
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+
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A restricted Magnus property for profinite surface groups
|
2017
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Marco Boggi
Pavel Zalesskii
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+
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Virtual retraction and Howson's theorem in pro-$p$ groups
|
2017
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Mark Shusterman
Pavel Zalesskii
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+
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Virtually free groups and integral representations
|
2017
|
Igor Lima
Pavel Zalesskii
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+
PDF
Chat
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Distinguishing geometries using finite quotients
|
2017
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Henry Wilton
Pavel Zalesskii
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+
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Virtual retraction and Howson's theorem in pro-$p$ groups
|
2017
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Mark Shusterman
Pavel Zalesskii
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+
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Profinite extensions of centralizers and the profinite completion of limit groups
|
2017
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Pavel Zalesskii
Theo Zapata
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+
PDF
Chat
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Virtually compact special hyperbolic groups are conjugacy separable
|
2016
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Ashot Minasyan
Pavel Zalesskii
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+
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Coherent groups of units of integral group rings and direct products of free groups
|
2016
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Ăngel del RıÌo
Pavel Zalesskii
|
+
PDF
Chat
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Limit groups are subgroup conjugacy separable
|
2016
|
S. C. Chagas
Pavel Zalesskii
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+
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Hyperbolic 3-Manifolds Groups are Subgroup Conjugacy Separable
|
2016
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S. C. Chagas
Pavel Zalesskii
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+
PDF
Chat
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Characterizing Closed Curves on Riemann Surfaces via Homology Groups of Coverings
|
2016
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Marco Boggi
Pavel Zalesskii
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+
PDF
Chat
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Virtually free pro-<i>p</i> products
|
2016
|
Pavel Zalesskii
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+
PDF
Chat
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Conjugacy distinguished subgroups
|
2016
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Luis Ribes
Pavel Zalesskii
|
+
PDF
Chat
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Second countable virtually free pro-p groups whose torsion elements have finite centralizer
|
2016
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John MacQuarrie
Pavel Zalesskii
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Splitting theorems for pro-p groups acting on pro-p trees
|
2016
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Wolfgang Herfort
Pavel Zalesskii
Theo Zapata
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+
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Hyperbolic 3-Manifolds Groups are Subgroup Conjugacy Separable
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2016
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S. C. Chagas
Pavel Zalesskii
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+
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Subgroup properties of Demushkin groups
|
2015
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Ilir Snopce
Pavel Zalesskii
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+
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Conjugacy Distinguished Subgroups
|
2015
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Luis Ribes
Pavel Zalesskii
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+
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Virtually compact special hyperbolic groups are conjugacy separable
|
2015
|
Ashot Minasyan
Pavel Zalesskii
|
+
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Subgroup conjugacy separability of free-by-finite groups
|
2015
|
S. C. Chagas
Pavel Zalesskii
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+
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Subdirect products of pro-p groups
|
2015
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Dessislava H. Kochloukova
Pavel Zalesskii
|
+
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Limit Groups are Subgroup Conjugacy Separable
|
2015
|
S. C. Chagas
Pavel Zalesskii
|
+
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Virtually compact special hyperbolic groups are conjugacy separable
|
2015
|
Ashot Minasyan
Pavel Zalesskii
|
+
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Conjugacy Distinguished Subgroups
|
2015
|
Luis Ribes
Pavel Zalesskii
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+
PDF
Chat
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Subgroups and homology of extensions of centralizers of pro-<i>p</i>groups
|
2014
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
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A restricted Magnus property for profinite surface groups
|
2014
|
Marco Boggi
Pavel Zalesskii
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+
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Second Countable Virtually Free Pro-p Groups whose Torsion Elements have Finite Centralizer
|
2014
|
John MacQuarrie
Pavel Zalesskii
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+
PDF
Chat
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Erratum to: Normal subgroups of the algebraic fundamental group of affine curves in positive characteristic
|
2014
|
AmĂlcar Pacheco
Katherine Stevenson
Pavel Zalesskii
|
+
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Genus for virtually surface groups and pullbacks
|
2014
|
Vagner R. de Bessa
Fritz Grunewald
Pavel Zalesskii
|
+
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A restricted Magnus property for profinite surface groups
|
2014
|
Marco Boggi
Pavel Zalesskii
|
+
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Second Countable Virtually Free Pro-p Groups whose Torsion Elements have Finite Centralizer
|
2014
|
John Macquarrie
Pavel Zalesskii
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+
PDF
Chat
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Normal subgroups of profinite groups of non-negative deficiency
|
2013
|
Fritz Grunewald
Andrei JaikinâZapirain
Aline G. S. Pinto
Pavel Zalesskii
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Subgroups and Homology of Extensions of Centralizers of Pro-p Groups
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2013
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Dessislava H. Kochloukova
Pavel Zalesskii
|
+
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Subgroup properties of pro- $$p$$ p extensions of centralizers
|
2013
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Ilir Snopce
Pavel Zalesskii
|
+
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Stallings' decomposition theorem for finitely generated pro-p groups
|
2013
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Thomas Weigel
Pavel Zalesskii
|
+
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Virtually free pro-p products
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2013
|
Thomas Weigel
Pavel Zalesskii
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+
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Profinite topology on arithmetic groups
|
2013
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Pavel Zalesskii
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+
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One-relator groups with torsion are conjugacy separable
|
2013
|
Ashot Minasyan
Pavel Zalesskii
|
+
PDF
Chat
|
Virtually free pro-p groups
|
2013
|
Wolfgang Herfort
Pavel Zalesskii
|
+
PDF
Chat
|
Cyclic extensions of free pro-$p$ groups and $p$-adic modules
|
2013
|
Anderson L. P. Porto
Pavel Zalesskii
|
+
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Virtually free pro-p products
|
2013
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Thomas Weigel
Pavel Zalesskii
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+
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Subgroups and Homology of Extensions of Centralizers of Pro-p Groups
|
2013
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Dessislava H. Kochloukova
Pavel Zalesskii
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+
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The image of Colmez's Montreal functor . Virtually free pro-[p] groups . Cherednik algebras, W-algebras and the equivariant cohomology of the moduli space of instantons on A[2]
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2013
|
Vytautas Paƥkƫnas
Wolfgang Herfort
Pavel Zalesskii
Olivier Schiffmann
Ăric Vasserot
|
+
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The genus of HNNâextensions
|
2012
|
Vagner R. de Bessa
Pavel Zalesskii
|
+
PDF
Chat
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Separability of double cosets and conjugacy classes in 3-manifold groups
|
2012
|
Emily Hamilton
Henry Wilton
Pavel Zalesskii
|
+
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One-relator groups with torsion are conjugacy separable
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2012
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Ashot Minasyan
Pavel Zalesskii
|
+
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AN EXAMPLE OF A SUBGROUP SEPARABLE BUT NOT CONJUGACY SEPARABLE GROUP
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2012
|
S. C. Chagas
Karen Sinéia de Oliveira
Pavel Zalesskii
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+
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Hereditary conjugacy separability of free products with amalgamation
|
2012
|
S. C. Chagas
Pavel Zalesskii
|
+
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The profinite completion of certain torsion p-groups
|
2012
|
Rostislav Grigorchuk
Wolfgang Herfort
Pavel Zalesskii
|
+
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Addendum: Virtually Free pro-$p$ groups whose Torsion Elements have finite Centralizer
|
2012
|
Wolfgang Herfort
Pavel Zalesskii
|
+
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Subgroup properties of pro-p extensions of centralizers
|
2012
|
Ilir Snopce
Pavel Zalesskii
|
+
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One-relator groups with torsion are conjugacy separable
|
2012
|
Ashot Minasyan
Pavel Zalesskii
|
+
PDF
Chat
|
Subgroup separability in integral group rings
|
2011
|
Ăngel del RıÌo
Manuel Ruiz MarĂn
Pavel Zalesskii
|
+
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FINITELY GENERATED FREE BY C<sub>p<sup>n</sup></sub> PRO-p GROUPS
|
2011
|
Wolfgang Herfort
Pavel Zalesskii
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+
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Free-by-finite pro-p groups and integral p-adic representations
|
2011
|
Anderson L. P. Porto
Pavel Zalesskii
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+
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Groups with infinite mod-p Schur multiplier
|
2011
|
Th. Weigel
Pavel Zalesskii
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+
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On pro-$p$ analogues of limit groups via extensions of centralizers
|
2011
|
Dessislava H. Kochloukova
Pavel Zalesskii
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+
PDF
Chat
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The congruence subgroup problem for branch groups
|
2011
|
Laurent Bartholdi
Olivier Siegenthaler
Pavel Zalesskii
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+
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Splitting theorems for pro-$p$ groups acting on pro-$p$ trees and 2-generated subgroups of free pro-$p$ products with procyclic amalgamations
|
2011
|
Wolfgang Herfort
Pavel Zalesskii
Theo Zapata
|
+
PDF
Chat
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Subgroups of profinite surface groups
|
2011
|
Lior BaryâSoroker
Katherine Stevenson
Pavel Zalesskii
|
+
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On pro-$p$ analogues of limit groups via extensions of centralizers
|
2011
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
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Subgroups of profinite surface groups
|
2010
|
Lior BaryâSoroker
Katherine Stevenson
Pavel Zalesskii
|
+
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Genus for groups
|
2010
|
Fritz Grunewald
Pavel Zalesskii
|
+
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Fully residually free pro-p groups
|
2010
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
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Bianchi groups are conjugacy separable
|
2010
|
S. C. Chagas
Pavel Zalesskii
|
+
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Normal subgroups of fundamental groups of affine curves in positive characteristic II
|
2010
|
AmĂlcar Pacheco
Pavel Zalesskii
Katherine Stevenson
|
+
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Some Special Profinite Groups
|
2010
|
Luis Ribes
Pavel Zalesskii
|
+
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Free Profinite Groups
|
2010
|
Luis Ribes
Pavel Zalesskii
|
+
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Free Constructions of Profinite Groups
|
2010
|
Luis Ribes
Pavel Zalesskii
|
+
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Normal Subgroups of Free Pro - ${\cal C}$ Groups
|
2010
|
Luis Ribes
Pavel Zalesskii
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+
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Inverse and Direct Limits
|
2010
|
Luis Ribes
Pavel Zalesskii
|
+
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Cohomological Dimension
|
2010
|
Luis Ribes
Pavel Zalesskii
|
+
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Profinite Groups
|
2010
|
Luis Ribes
Pavel Zalesskii
|
+
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Subgroups of profinite surface groups
|
2010
|
Lior BaryâSoroker
Katherine Stevenson
Pavel Zalesskii
|
+
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Homology and Cohomology of Profinite Groups
|
2010
|
Luis Ribes
Pavel Zalesskii
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+
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A virtually free pro-p need not be the fundamental group of a profinite graph of finite groups
|
2009
|
Wolfgang Herfort
Pavel Zalesskii
|
+
PDF
Chat
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Profinite properties of graph manifolds
|
2009
|
Henry Wilton
Pavel Zalesskii
|
+
PDF
Chat
|
On pro-p analogues of limit groups via extensions of centralizers
|
2009
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
PDF
Chat
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THE FIGURE EIGHT KNOT GROUP IS CONJUGACY SEPARABLE
|
2009
|
S. C. Chagas
Pavel Zalesskii
|
+
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Finite index subgroups of conjugacy separable groups
|
2009
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S. C. Chagas
Pavel Zalesskii
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+
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Bianchi groups are conjugacy separable
|
2009
|
S. C. Chagas
Pavel Zalesskii
|
+
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Euclidean Bianchi groups are conjugacy separable
|
2009
|
I. S. Lima
Pavel Zalesskii
|
+
PDF
Chat
|
Normal subgroups of the algebraic fundamental group of affine curves in positive characteristic
|
2008
|
AmĂlcar Pacheco
Katherine Stevenson
Pavel Zalesskii
|
+
PDF
Chat
|
Virtually free pro-<i>p</i> groups whose torsion elements have finite centralizer
|
2008
|
Wolfgang Herfort
Pavel Zalesskii
|
+
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Profinite properties of graph manifolds
|
2008
|
Henry Wilton
Pavel Zalesskii
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+
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Cohomological goodness and the profinite completion of Bianchi groups
|
2008
|
Fritz Grunewald
Andrei JaikinâZapirain
Pavel Zalesskii
|
+
PDF
Chat
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Recalcitrance in groups â CORRIGENDUM
|
2008
|
R. G. Burns
Wolfgang Herfort
S.-M. Kam
Olga MacedoĆska
Pavel Zalesskii
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+
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The Figure Eight Knot Group is Conjugacy Separable
|
2008
|
S. C. Chagas
Pavel Zalesskii
|
+
PDF
Chat
|
The congruence kernel of an arithmetic lattice in a rank one algebraic group over a local field
|
2008
|
A. W. Mason
Alexander Premet
B. Sury
Pavel Zalesskii
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+
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Profinite properties of graph manifolds
|
2008
|
Henry Wilton
Pavel Zalesskii
|
+
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Profinite and pro-đ completions of PoincarĂ© duality groups of dimension 3
|
2007
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
PDF
Chat
|
LIMIT GROUPS ARE CONJUGACY SEPARABLE
|
2007
|
S. C. Chagas
Pavel Zalesskii
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+
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Tits alternative for 3-manifold groups
|
2007
|
Dessislava H. Kochloukova
Pavel Zalesskii
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+
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On quasifree profinite groups
|
2007
|
Luis Ribes
Katherine Stevenson
Pavel Zalesskii
|
+
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Groups of units of integral group rings commensurable with direct products of free-by-free groups
|
2007
|
Eric Jespers
Antonio Pita
Ăngel del RıÌo
Manuel Ruiz MarĂn
Pavel Zalesskii
|
+
|
The congruence kernel of an arithmetic lattice in a rank one algebraic group over a local field
|
2007
|
A. W. Mason
Alexander Premet
B. Sury
Pavel Zalesskii
|
+
|
AUTOMORPHISMS OF PRO-p GROUPS OF FINITE VIRTUAL COHOMOLOGICAL DIMENSION
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2006
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
|
Profinite surface groups and the congruence kernel of arithmetic lattices in SL2 (R)
|
2005
|
Pavel Zalesskii
|
+
|
Homological Invariants for pro-p Groups and Some Finitely Presented pro- ${\cal C}$ Groups
|
2005
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
|
Free-by-Demushkin pro-p groups
|
2004
|
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
|
PROFINITE TOPOLOGIES IN FREE PRODUCTS OF GROUPS
|
2004
|
Luis Ribes
Pavel Zalesskii
|
+
PDF
Chat
|
NORMAL SUBGROUPS OF PROFINITE GROUPS OF FINITE COHOMOLOGICAL DIMENSION
|
2004
|
Antonio José Engler
Dan Haran
Dessislava H. Kochloukova
Pavel Zalesskii
|
+
PDF
Chat
|
Profinite groups of finite cohomological dimension
|
2004
|
Thomas Weigel
Pavel Zalesskii
|
+
|
On virtually projective groups
|
2004
|
Pavel Zalesskii
|
+
|
Finite <i>p</i>-extensions of free pro-<i>p</i> groups
|
2003
|
Wolfgang Herfort
Pavel Zalesskii
|
+
|
Profinite Groups Admitting Just Infinite Quotients
|
2002
|
Pavel Zalesskii
|
+
|
Pro-p Trees and Applications
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Normal Subgroups of Free Pro-C Groups
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Free Profinite Groups
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Homology and Cohomology of Profinite Groups
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Profinite Groups
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Free Constructions of Profinite Groups
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Some Special Profinite Groups
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
|
Cohomological Dimension
|
2000
|
Luis Ribes
Pavel Zalesskii
|
+
PDF
Chat
|
Recalcitrance in groups
|
1999
|
R. G. Burns
Wolfgang Herfort
S.-M. Kam
Olga MacedoĆska
Pavel Zalesskii
|
+
|
Cyclic Extensions of Free Pro-p Groups
|
1999
|
Wolfgang Herfort
Pavel Zalesskii
|
+
|
p-Extensions of free pro-p groups
|
1999
|
Wolfgang Herfort
Luis Ribes
Pavel Zalesskii
|
+
|
Virtually free pro-p groups
|
1999
|
Pavel Zalesskii
|
+
|
Virtually free pro-p groups
|
1999
|
Pavel Zalesskii
|
+
|
Finite extensions of free pro-P groups of rank at most two
|
1998
|
Wolfgang Herfort
Luis Ribes
Pavel Zalesskii
|
+
|
Conjugacy Separability and Free Products of Groups with Cyclic Amalgamation
|
1998
|
Luis Ribes
Dan Segal
Pavel Zalesskii
|
+
|
Conjugacy separability of certain Bianchi groups and HNN extensions
|
1998
|
John Wilson
Pavel Zalesskii
|
+
|
Finitely generated pro-2 groups with a free subgroup of index 2
|
1997
|
Wolfgang Herfort
Pavel Zalesskii
|
+
|
Conjugacy separability of certain torsion groups
|
1997
|
John S. Wilson
Pavel Zalesskii
|
+
|
An embedding theorem for certain residually finite groups
|
1996
|
John S. Wilson
Pavel Zalesskii
|
+
|
Conjugacy Separability of Amalgamated Free Products of Groups
|
1996
|
Luis Ribes
Pavel Zalesskii
|
+
|
Closed orbits and finite approximability with respect to conjugacy of free amalgamated products
|
1995
|
Pavel Zalesskii
O. I. TavgenâČ
|
+
|
Normal subgroups of free constructions of profinite groups and the congruence kernel in the case of positive characteristic
|
1995
|
Pavel Zalesskii
|
+
PDF
Chat
|
Fixed Points of Automorphisms of Free Pro-p Groups of Rank 2
|
1995
|
Wolfgang Herfort
Luis Ribes
Pavel Zalesskii
|
+
|
THE PRO-p TOPOLOGY OF A FREE GROUP AND ALGORITHMIC PROBLEMS IN SEMIGROUPS
|
1994
|
Luis Ribes
Pavel Zalesskii
|
+
|
THE STRUCTURE OF THE CONGRUENCE KERNEL FOR $ \mathrm{SL}_2$ IN THE CASE OF A GLOBAL FIELD OF POSITIVE CHARACTERISTIC
|
1994
|
Pavel Zalesskii
|
+
|
On The Profinite Topology on a Free Group
|
1993
|
Luis Ribes
Pavel Zalesskii
|
+
|
PROFINITE GROUPS THAT ACT ON TREES AND DO NOT HAVE FREE NONABELIAN PRO-<i>p</i>-SUBGROUPS
|
1991
|
Pavel Zalesskii
|
+
|
SUBGROUPS OF PROFINITE GROUPS ACTING ON TREES
|
1989
|
Pavel Zalesskii
O V Mel'nikov
|
+
|
A geometric characterization of free formations of profinite groups
|
1989
|
Pavel Zalesskii
|