P. Pasteczka

发表

Jensen-type geometric shapes

P. Pasteczka, 2018, 1804.03688.

Invariant means and iterates of mean-type mappings

J. Matkowski, P. Pasteczka, 2019, Aequationes mathematicae.

Invariance property for partial means

P. Pasteczka, 2022, 2207.05439.

There is at most one continuous invariant mean

P. Pasteczka, 2021, Aequationes mathematicae.

Quasi-arithmetic-type invariant means on probability space

P. Pasteczka, Beata Derȩgowska, 2021, Aequationes mathematicae.

On the homogenization of means

Z. Páles, P. Pasteczka, 2019, Acta Mathematica Hungarica.

On the quasi-arithmetic Gauss-type iteration

P. Pasteczka, 2018, Aequationes mathematicae.

On a lattice-like property of quasi-arithmetic means

P. Pasteczka, 2018, Journal of Mathematical Analysis and Applications.

On the homogenization of means

Z. Páles, P. Pasteczka, 2018, Acta Mathematica Hungarica.

On the quasi-arithmetic Gauss-type iteration

P. Pasteczka, 2018, Aequationes mathematicae.

On the best Hardy constant for quasi-arithmetic means and homogeneous deviation means

P. Pasteczka, Zsolt P'ales, 2017, 1710.02060.

Scales of quasi-arithmetic means determined by an invariance property

Paweł Pasteczka, P. Pasteczka, 2014, 1406.0064.

On the Jensen convex and Jensen concave envelopes of means

P. Pasteczka, Zsolt P'ales, 2020, Archiv der Mathematik.

Quasi-arithmetic-type invariant means on probability space

P. Pasteczka, Beata Derȩgowska, 2020, Aequationes mathematicae.

On the Hardy property of mixed means

Pawel Pasteczka, P. Pasteczka, 2021, Mathematical Inequalities & Applications.

On the integral approach to means and their Hardy property

P. Pasteczka, 2020, Revista de la Real Academia de Ciencias Exactas, Físicas y Naturales. Serie A. Matemáticas.

On properties of weighted Hardy constant for means

P. Pasteczka, 2020, Mathematical Inequalities & Applications.

On Hardy type inequalities for weighted quasideviation means

P. Pasteczka, Zsolt P'ales, 2019, 1910.05988.

WEAKENING OF THE HARDY PROPERTY FOR MEANS

P. Pasteczka, 2018, Bulletin of the Australian Mathematical Society.

On Hardy-type inequalities for weighted means

P. Pasteczka, Zsolt P'ales, 2017, Banach Journal of Mathematical Analysis.

Interval-type theorems concerning means

P. Pasteczka, 2017, Annales Universitatis Paedagogicae Cracoviensis. Studia Mathematica.

On some type of Hardy's inequality involving generalized power means

P. Pasteczka, 2013, 1304.7448.

Analytic methods in inequalities concerning means

P. Pasteczka, 2015 .

On Kedlaya-type inequalities for weighted means

Z. Páles, P. Pasteczka, 2017, Journal of inequalities and applications.

Characterization of the Hardy property of means and the best Hardy constants

P. Pasteczka, Zsolt P'ales, 2015, 1512.07265.

Estimating the Hardy constant of nonconcave Gini means

Zsolt P'ales, Pawel Pasteczka, P. Pasteczka, 2021, Mathematical Inequalities & Applications.

On negative results concerning weak-Hardy means

P. Pasteczka, 2021, Colloquium Mathematicum.

On some Hardy type inequalities involving generalized means

P. Pasteczka, 2015 .

On negative results concerning Hardy means

P. Pasteczka, 2015, Acta Mathematica Hungarica.

On negative results concerning Hardy means

P. Pasteczka, 2013, 1311.2155.

On the Jensen convexity of quasideviation and Bajraktarević means

P. Pasteczka, Zsolt P'ales, 2023, Aequationes Mathematicae.

Decision making via generalized Bajraktarevi\'c means

Zsolt P'ales, Pawel Pasteczka, P. Pasteczka, 2020, 2007.04870.

On the $L^1$ and pointwise divergence of continuous functions

P. Pasteczka, K. Gryszka, 2020, 2007.12752.

From the Ingham–Jessen property to mixed-mean inequalities

P. Pasteczka, J. Chudziak, Zsolt P'ales, 2019, Journal of Mathematical Analysis and Applications.

Online Premeans and Their Computation Complexity

P. Pasteczka, 2019, Results in Mathematics.

When is a family of generalized means a scale

P. Pasteczka, 2011, 1104.3205.

Extension theorem for simultaneous q-difference equations and some its consequences

W. Jarczyk, P. Pasteczka, 2023, 2311.09927.

On the L1\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgreek} \setlength{\oddsidemargin}{-69pt} \begin{document}$$L^1$$\end{document} and pointwise divergence of continuous fu

P. Pasteczka, K. Gryszka, 2020, Periodica Mathematica Hungarica.

Multivariable generalizations of bivariate means via invariance

P. Pasteczka, 2024, 2402.04121.