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Jerzy Kąkol

0000-0002-8311-2117
math.FAmath.GNcontinuous operatorscontinuous surjectionsdensityGrothendieck spacesLipschitz-free spacesmath.LOmath.PRSpaces of Lipschitz functions

On Valency

published · living versions
W_8kdh7f7x·v1 · currentpublished
Kwapień's property (K) in Lipschitz-free spaces
with Tomasz Kania
1 version

Preprints & journals

36 papers in the corpus · 2014–2026
A survey on the Asplund property for spaces C(X)C(X) of continuous functions2609.23167v1 · Marian Fabian, Jerzy Kakol, Arkady Leiderman2026 · 0 citationsarXiv
Separable quotients of pointwise function spaces and relative consistency2609.19351v2 · Tomasz Kania, Jerzy Kakol2026 · 0 citationsarXiv
Normal sequences without strongly normal subsequences2609.17432v1 · Jerzy Kakol2026 · 0 citationsarXiv
Continuous Linear Surjections from Cp(X)C_p(X) onto Symmetric Sequence Ideals in c0c_02608.11894v1 · Jerzy Kakol, Wies\law 'Sliwa2026 · 0 citationsarXiv
Talagrand compacta, 2DCP, and pointwise quotients2607.06808v2 · Tomasz Kania, Jerzy Kakol2026 · 0 citationsarXiv
The two-disjoint-copies property for compact spaces, homogeneity and connection with CpC_p-theory2606.27568v1 · Jerzy Kakol, Ondrej Kurka, Wies\law 'Sliwa2026 · 0 citationsarXiv
On weak*-basic sequences in duals and biduals of spaces C(X) and Quojections2601.19873v1 · Jerzy Kakol, Manuel Lopez-Pellicer, Wieslaw Sliwa2026 · 0 citationsarXiv
Amenability constants for unconditional sums of Banach algebras2601.06680v2 · Tomasz Kania, Jerzy Kakol2026 · 0 citationsarXiv
An Elementary Proof Of The Josefson-Nissenzweig Theorem For Banach Spaces C(KxL)2512.01740v1 · Jerzy Kakol, Wies\law 'Sliwa2025 · 0 citationsarXiv
Asplund spaces Ck(X)C_k(X) beyond Banach spaces2510.01873v1 · Marian Fabian, Jerzy Kakol, Arkady Leiderman2025 · 0 citationsarXiv
Lotz-Peck-Porta and Rosenthal's theorems for spaces Cp(X)C_p(X)2509.08634v1 · Jerzy Kakol, Ondrej Kurka, Wies\law 'Sliwa2025 · 0 citationsRev. Real Acad. Cienc. Exactas Fis. Nat. Ser. A-Mat. 120, 40 (2026)
Asplund spaces and the finest locally convex topology2412.11510v1 · J. Kakol, A. Leiderman2024 · 0 citationsarXiv
On the product of Weak Asplund locally convex spaces2412.10221v1 · Jerzy Kakol, Arkady Leiderman2024 · 1 citationarXiv
Continuous Operators from Spaces of Lipschitz Functions.39635116 · Bargetz, Christian, Kąkol, Jerzy, Sobota, Damian2024 · 1 citationResults in mathematics. 2025;80(1):5
Grothendieck C(K)C(K)-spaces and the Josefson--Nissenzweig theorem2207.13990v2 · Jerzy Kakol, Damian Sobota, Lyubomyr Zdomskyy2022 · 10 citationsarXiv
When is a locally convex space Eberlein-Grothendieck?2206.10684v1 · Jerzy Kakol, Arkady Leiderman2022 · 7 citationsarXiv
On complementability of c0c_0 in spaces C(K×L)C(K\times L)2206.03794v2 · Jerzy Kakol, Damian Sobota, Lyubomyr Zdomskyy2022 · 0 citationsarXiv
A note on Banach spaces EE admitting a continuous map from Cp(X)C_p(X) onto EwE_{w}2109.06338v1 · Jerzy Kakol, Arkady Leiderman, Artur Michalak2021 · 0 citationsarXiv
On linear continuous operators between distinguished spaces Cp(X)C_p(X)2107.04662v1 · Jerzy Kakol, Arkady Leiderman2021 · 6 citationsarXiv
On complemented copies of the space c0c_0 in spaces Cp(X,E)C_p(X,E)2107.03211v3 · Christian Bargetz, Jerzy Kakol, Damian Sobota2021 · 0 citationsarXiv
Basic properties of XX for which spaces Cp(X)C_p(X) are distinguished2104.10506v1 · Jerzy Kakol, Arkady Leiderman2021 · 2 citationsarXiv
A characterization of XX for which spaces Cp(X)C_p(X) are distinguished and its applications2011.14299v1 · Jerzy Kakol, Arkady Leiderman2020 · 27 citationsarXiv
The Josefson--Nissenzweig theorem, Grothendieck property, and finitely supported measures on compact spaces2009.07552v2 · Jerzy Kakol, Damian Sobota, Lyubomyr Zdomskyy2020 · 3 citationsarXiv
On complemented copies of the space c0c_0 in spaces Cp(X×Y)C_p(X\times Y)2007.14723v2 · Jerzy Kakol, Witold Marciszewski, Damian Sobota et al.2020 · 2 citationsarXiv
ωω\omega^\omega-Base and infinite-dimensional compact sets in locally convex spaces2007.04420v1 · Taras Banakh, Jerzy Kakol, Johannes Phillip Schurz2020 · 7 citationsarXiv
Dunford--Pettis type properties and the Grothendieck property for function spaces1809.08982v1 · Saak Gabriyelyan, Jerzy Kakol2018 · 6 citationsarXiv
Metrizable quotients of CpC_p-spaces1804.02552v1 · T. Banakh, J. Kakol, W. 'Sliwa2018 · 20 citationsTopology Appl. 249:1 (2018) 95-102
Fundamental bounded resolutions and quasi-(DF)(DF)-spaces1711.04336v1 · J.C. Ferrando, S. Gabriyelyan, J. Kakol2017 · 0 citationsarXiv
On the separable quotient problem for Banach spaces1709.09646v1 · J.C. Ferrando, J. Kakol, M. Lopez-Pellicer et al.2017 · 8 citationsarXiv
Topological properties of function spaces over ordinals1606.04025v2 · Saak Gabriyelyan, Jan Grebik, Jerzy Kakol et al.2016 · 2 citationsarXiv
The Ascoli property for function spaces1606.01013v1 · Saak Gabriyelyan, Jan Greb'ik, Jerzy Kakol et al.2016 · 24 citationsarXiv
Free locally convex spaces with a small base1604.02555v2 · Saak Gabriyelyan, Jerzy Kakol2016 · 14 citationsarXiv
A separable Fréchet space of almost universal disposition1603.06361v1 · C. Bargetz, J. Kakol, W. Kubi's2016 · 7 citationsJ. Funct. Anal. 272(5): 1876-1891, 2017
On topological properties of the weak topology of a Banach space1502.00178v1 · Saak Gabriyelyan, Jerzy Kakol, Lyubomyr Zdomskyy2015 · 3 citationsarXiv
On P\mathfrak{P}-spaces and related concepts1412.1494v1 · S. S. Gabriyelyan, J. Kakol2014 · 1 citationarXiv
On topological spaces and topological groups with certain local countable networks1412.1497v1 · S. S. Gabriyelyan, J. Kakol2014 · 28 citationsarXiv
Career total: 245 works. 36 are in this corpus.

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