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Steinhaus-type property for the boundary of a convex body

Journal of mathematical analysis and applications, 2019-09, Vol.477 (1), p.769-775

Jabłoński, Wojciech

2019

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An explicit example of an iteration group in the ring of formal power series

Aequationes mathematicae, 2024, Vol.98 (3), p.837-850

Jabłoński, Wojciech

2024

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A characterization of additive iterative roots of identity with respect to invariant subspaces

Aequationes mathematicae, 2019-02, Vol.93 (1), p.247-255

Jabłoński, Wojciech

2019

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Properties of K-Additive Set-Valued Maps

Resultate der Mathematik, 2023-12, Vol.78 (6), Article 221

2023

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Thermal Transmittance in Roof–Wall Structural Junction Areas Insulated with a Hemp–Lime Mixture

Energies (Basel), 2024-01, Vol.17 (2), p.316

2024

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Sum of graphs of continuous functions and boundedness of additive operators

Journal of mathematical analysis and applications, 2005-12, Vol.312 (2), p.527-534

JABLONSKI, Wojciech

2005

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The use of bioresorbable vascular scaffold Absorb BVS® in patients with stable coronary artery disease: one-year results with special focus on the hybrid bioresorbable vascular scaffolds and drug eluting stents treatment

Kardiologia polska, 2016-01, Vol.74 (7), p.627-633

2016

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Additive iterative roots of identity and Hamel bases

Aequationes mathematicae, 2016-02, Vol.90 (1), p.133-145

Jaboski, Wojciech

2016

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Additive involutions and Hamel bases

Aequationes mathematicae, 2015-06, Vol.89 (3), p.575-582

Jaboski, Wojciech

2015

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On Subadditive Functions Bounded Above on a “Large” Set

Resultate der Mathematik, 2020-04, Vol.75 (2), Article 58

2020

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Web Survey Methodology

Przegląd socjologiczny, 2015-10, Vol.64 (4), p.129

Jablonski, Wojciech

2015

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Landline versus Cell Phone Surveys – Interviewers' Experience

Bulletin de méthodologie sociologique, 2014-07, Vol.123 (1), p.5-19

Jablonski, Wojciech

2014

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Landline versus Cell Phone Surveys - Interviewers' Experience

Bulletin de méthodologie sociologique, 2014-07 (123), p.5-19

Jablonski, Wojciech

2014

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Stability of Pexiderized homogeneity almost everywhere

Journal of mathematical analysis and applications, 2008-02, Vol.338 (2), p.1310-1319

JABLONSKI, Wojciech

2008

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A new approach to the description of one-parameter groups of formal power series in one indeterminate

Aequationes mathematicae, 2014-06, Vol.87 (3), p.247-284

2014

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A survey on iterations in rings of formal power series in one indeterminate

Banach Center publications, 2023, Vol.125, p.45-70

Jabłoński, Wojciech

2023

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“Pexiderized” homogeneity almost everywhere

Journal of mathematical analysis and applications, 2007, Vol.325 (1), p.675-684

Jabłoński, Wojciech

2007

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SYTUACJE TRUDNE W WYWIADZIE TELEFONICZNYM

Przegląd socjologiczny, 2012-01, Vol.61 (1), p.133

Jablonski, Wojciech

2012

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Stability of the Homogeneity and Completeness

Sitzungsberichte und Anzeiger der mathematisch-naturwissenschaftlichen Klasse, 2007, Vol.1, p.SII111-SII132

Jablonski, Wojciech

2007

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On existence of subsemigroups of the group L^sup 1^^sub 8^ and extensibility of homomorphisms into L^sup 1^^sub 8

Aequationes mathematicae, 2007-12, Vol.74 (3), p.219

Jablonski, Wojciech

2007

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Homomorphisms of the group L^sup 1^^sub 8^ into the group L^sup 1^^sub r^ for r [less than or equal to] 3

Aequationes mathematicae, 2007-12, Vol.74 (3), p.287

Jablonski, Wojciech

2007

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On homomorphisms of an abelian group into the group of invertible formal power series

Publicationes mathematicae (Debrecen), 2008-07, Vol.73 (1-2), p.25-47

2008

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Opportunities for the implementation of information about occupations by employers

Edukacja ustawiczna dorosłych : kwartalnik naukowo-metodyczny, 2019-06, Vol.105 (2), p.165-175

2019

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Możliwości wdrożenia informacji o zawodach przez pracodawców

Edukacja ustawiczna dorosłych : kwartalnik naukowo-metodyczny, 2019, Vol.105 (2), p.165-175

2019

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Interviewers in Computer-Assisted Telephone Interviews: A Standardization Controversy

Survey Practice, 2017-03, Vol.10 (2), p.1-7

Jablonski, Wojciech

2017

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Steinhaus-type property for the boundary of a convex body

An explicit example of an iteration group in the ring of formal power series

A characterization of additive iterative roots of identity with respect to invariant subspaces

Properties of K-Additive Set-Valued Maps

Thermal Transmittance in Roof–Wall Structural Junction Areas Insulated with a Hemp–Lime Mixture

Sum of graphs of continuous functions and boundedness of additive operators

The use of bioresorbable vascular scaffold Absorb BVS® in patients with stable coronary artery disease: one-year results with special focus on the hybrid bioresorbable vascular scaffolds and drug eluting stents treatment

Additive iterative roots of identity and Hamel bases

Additive involutions and Hamel bases

On Subadditive Functions Bounded Above on a “Large” Set

Web Survey Methodology

Landline versus Cell Phone Surveys – Interviewers' Experience

Landline versus Cell Phone Surveys - Interviewers' Experience

Stability of Pexiderized homogeneity almost everywhere

A new approach to the description of one-parameter groups of formal power series in one indeterminate

A survey on iterations in rings of formal power series in one indeterminate

“Pexiderized” homogeneity almost everywhere

SYTUACJE TRUDNE W WYWIADZIE TELEFONICZNYM

Stability of the Homogeneity and Completeness

On existence of subsemigroups of the group L^sup 1^^sub 8^ and extensibility of homomorphisms into L^sup 1^^sub 8

Homomorphisms of the group L^sup 1^^sub 8^ into the group L^sup 1^^sub r^ for r [less than or equal to] 3

On homomorphisms of an abelian group into the group of invertible formal power series

Opportunities for the implementation of information about occupations by employers

Możliwości wdrożenia informacji o zawodach przez pracodawców

Interviewers in Computer-Assisted Telephone Interviews: A Standardization Controversy

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