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A Bourgain-Gromov problem on non-compact Sobolev-Lorentz embeddings
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2025
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Chian Yeong Chuah
Ján Lang
Liding Yao
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Maximal noncompactness of limiting Sobolev embeddings
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2024
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Ján Lang
Zdeněk Mihula
Luboš Pick
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Note about non-compact embeddings between Besov spaces
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2024
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Chian Yeong Chuah
Ján Lang
Liding Yao
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The Dirichlet problem for the $p(x)$-Laplacian with unbounded exponent
$p(x)$
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2024
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Mohamed A. Khamsi
Ján Lang
Osvaldo Méndez
A. Nekvinda
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Maximal noncompactness of limiting Sobolev embeddings
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2024
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Ján Lang
Zdeněk Mihula
Luboš Pick
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The Non-Homogeneous Dirichlet Problem for the $P(X)$-Laplacian with Unbounded $P(X)$ on a Smooth Domain
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2024
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Mohamed A. Khamsi
Ján Lang
Osvaldo Méndez
Aleš Nekvinda
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The eigenvalues and eigenfunctions of the non-linear equation associated to second order Sobolev embeddings
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2023
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Lyonell Boulton
Ján Lang
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Distribution of genuine high-dimensional entanglement over 10.2 km of noisy metropolitan atmosphere
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2023
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Lukas Bulla
Kristian Hjorth
Oskar Kohout
Ján Lang
Sebastian Ecker
Sebastian Philipp Neumann
Julius Bittermann
Robert Kindler
Marcus Huber
Martin Bohmann
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Nonlocal Temporal Interferometry for Highly Resilient Free-Space Quantum Communication
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2023
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Lukas Bulla
Matej Pivoluska
Kristian Hjorth
Oskar Kohout
Ján Lang
Sebastian Ecker
Sebastian Philipp Neumann
Julius Bittermann
Robert Kindler
Marcus Huber
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The dual of the sequence spaces with mixed norms $$l^{(p, \infty )}$$
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2023
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Ján Lang
Osvaldo Méndez
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Different degrees of non-compactness for optimal Sobolev embeddings
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2023
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Ján Lang
Zdeněk Mihula
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Remarks on j−$j-$eigenfunctions of operators
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2023
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D. E. Edmunds
Ján Lang
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Distribution of genuine high-dimensional entanglement over 10.2 km of noisy metropolitan atmosphere
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2023
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Lukas Bulla
Kristian Hjorth
Oskar Kohout
Ján Lang
Sebastian Ecker
Sebastian Philipp Neumann
Julius Bittermann
Robert Kindler
Marcus Huber
Martin Bohmann
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Embeddings between Lorentz sequence spaces are strictly but not finitely strictly singular
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2023
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Ján Lang
A. Nekvinda
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Embeddings between sequence variable Lebesgue spaces, strict and finitely strict singularity
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2023
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Ján Lang
Aleš Nekvinda
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Quantitative analysis of optimal Sobolev-Lorentz embeddings with $α$-homogeneous weights
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2023
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Petr Gurka
Ján Lang
Zdeněk Mihula
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Quality of non-compactness for Sobolev Embedding with one point non-compactness
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2023
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Chian Yeong Chuah
Ján Lang
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Non-compact embeddings of Sobolev spaces
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2022
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D. E. Edmunds
Ján Lang
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Compactness of Sobolev embeddings and decay of norms
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2022
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Ján Lang
Zdeněk Mihula
Luboš Pick
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Embedding between Lebesgue and weak Lebesgue sequence spaces is strictly singular
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2022
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Ján Lang
Aleš Nekvinda
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Non-local temporal interferometry for highly resilient free-space quantum communication
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2022
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Lukas Bulla
Matej Pivoluska
Kristian Hjorth
Oskar Kohout
Ján Lang
Sebastian Ecker
Sebastian Philipp Neumann
Julius Bittermann
Robert Kindler
Marcus Huber
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The eigenvalues and eigenfunctions of the non-linear equation associated to second order Sobolev embeddings
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2022
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Lyonell Boulton
Ján Lang
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Different degrees of non-compactness for optimal Sobolev embeddings
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2022
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Ján Lang
Zdeněk Mihula
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PDF
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Measure of noncompactness of Sobolev embeddings on strip-like domains
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2021
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D. E. Edmunds
Ján Lang
Zdeněk Mihula
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Remarks on j-eigenfunctions of operators
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2021
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D. E. Edmunds
Ján Lang
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PDF
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Embeddings between Lorenz sequence spaces are strictly singular
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2021
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Ján Lang
Aleš Nekvinda
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Notes about <i>s</i>‐numbers for a Sobolev type embedding of order 4 and for a higher order integral operator
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2021
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Petr Gurka
Ján Lang
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Embeddings between Lorenz sequence spaces are strictly singular
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2021
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Ján Lang
Aleš Nekvinda
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Remarks on j-eigenfunctions of operators
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2021
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D. E. Edmunds
Ján Lang
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Compactness of Sobolev embeddings and decay of norms.
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2020
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Ján Lang
Zdeněk Mihula
Luboš Pick
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Maximal Non-compactness of Sobolev Embeddings
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2020
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Ján Lang
Vít Musil
Miroslav Olšák
Luboš Pick
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Sobolev spaces of Musielak-Orlicz type
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2019
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Osvaldo Méndez
Ján Lang
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Analysis on Function Spaces of Musielak-Orlicz Type
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2019
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Osvaldo Méndez
Ján Lang
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A path to Musielak-Orlicz spaces
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2019
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Osvaldo Méndez
Ján Lang
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Musielak-Orlicz spaces
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2019
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Osvaldo Méndez
Ján Lang
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Sharp conditions for the compactness of the Sobolev embedding on Musielak–Orlicz spaces
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2018
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Ján Lang
Osvaldo Méndez
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Strict s-Numbers of Non-compact Sobolev Embeddings into Continuous Functions
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2018
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Ján Lang
Vít Musil
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Γ-convergence of the energy functionals for the variable exponent p(·)-Laplacian and stability of the minimizers with respect to integrability
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2018
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Ján Lang
Osvaldo Méndez
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Basis properties of p-exponential function of Lindqvist and Peetre type
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2018
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Özlem Bakşi
Petr Gurka
Ján Lang
Osvaldo Méndez
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Strict 𝑆-numbers of the Volterra operator
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2017
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Özlem Bakşi
Taqseer Khan
Ján Lang
Vít Musil
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A new Schauder basis for L^r((0,1)^n), n=2,3
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2017
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Ján Lang
Osvaldo Méndez
Behzad Djafari Rouhani
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Recent Advances on Generalized Trigonometric Systems in Higher Dimensions
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2017
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Ján Lang
Osvaldo Méndez
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Basis properties of Lindqvist–Peetre functions in $$L^r(0,1)^n$$ L r ( 0 , 1 ) n
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2016
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Özlem Bakşi
Petr Gurka
Ján Lang
Osvaldo Méndez
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Nuclearity and non-nuclearity of some Sobolev embeddings on domains
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2016
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D. E. Edmunds
Petr Gurka
Ján Lang
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Series representation of compact linear operators in Banach spaces
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2016
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D. E. Edmunds
Ján Lang
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Stability of the Norm-Eigenfunctions of the $${p(\cdot)}$$ p ( · ) -Laplacian
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2016
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Ján Lang
Osvaldo Méndez
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Notes on spectral theory on Banach spaces
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2016
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Ján Lang
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Asymptotic formulae for s-numbers of a Sobolev embedding and a Volterra type operator
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2015
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D. E. Edmunds
Ján Lang
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Estimates of s-numbers of a Sobolev embedding involving spaces of variable exponent
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2015
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D. E. Edmunds
Ján Lang
Aleš Nekvinda
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Extension of a result by Lindquist to Lebesgue spaces with variable exponents
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2015
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Ján Lang
Osvaldo Méndez
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Asymptotic formulae for s-numbers of a Sobolev embedding and a Volterra type operator
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2015
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D. E. Edmunds
Ján Lang
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Decay of (<i>p</i>,<i>q</i>)-Fourier coefficients
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2014
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D. E. Edmunds
Petr Gurka
Ján Lang
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Basis properties of generalized trigonometric functions
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2014
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D. E. Edmunds
Petr Gurka
Ján Lang
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Convergence properties of modular eigenfunctions for the -Laplacian
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2014
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Ján Lang
Osvaldo Méndez
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Differential Operators on Spaces of Variable Integrability
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2014
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D. E. Edmunds
Ján Lang
Osvaldo Méndez
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Adaptive Modelling and Simulation for the Optimization of Gas and Water Supply Networks
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2014
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Pia Domschke
Oliver Kolb
Ján Lang
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Non-nuclearity of a Sobolev embedding on an interval
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2013
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D. E. Edmunds
Ján Lang
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Explicit representation of compact linear operators in Banach spaces via polar sets
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2013
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D. E. Edmunds
Ján Lang
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Gelfand numbers and widths
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2012
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D. E. Edmunds
Ján Lang
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PDF
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Coincidence and Calculation of some Strict $s$-Numbers
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2012
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D. E. Edmunds
Ján Lang
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Spectral theory, function spaces and inequalities : new techniques and recent trends
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2012
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B. M. Brown
Ian Wood
Ján Lang
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Spectral Theory, Function Spaces and Inequalities
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2011
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B. M. Brown
Ján Lang
Ian Wood
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Double‐exponential embeddings of logarithmic spaces
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2011
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Petr Gurka
Ján Lang
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Modular Eigenvalues of the Dirichlet p(·)-Laplacian and Their Stability
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2011
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Ján Lang
Osvaldo Méndez
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Properties of generalized trigonometric functions
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2011
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D. E. Edmunds
Petr Gurka
Ján Lang
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Coincidence of strict s-numbers of weighted Hardy operators
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2011
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D. E. Edmunds
Ján Lang
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Hardy Operators on Variable Exponent Spaces
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2011
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Ján Lang
D. E. Edmunds
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The Laplacian and Some Natural Variants
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2011
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Ján Lang
D. E. Edmunds
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More Refined Estimates
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2011
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Ján Lang
D. E. Edmunds
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s-Numbers and Generalised Trigonometric Functions
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2011
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Ján Lang
D. E. Edmunds
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Estimates of s-Numbers of Weighted Hardy Operators
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2011
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Ján Lang
D. E. Edmunds
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A Non-Linear Integral System
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2011
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Ján Lang
D. E. Edmunds
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PDF
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Eigenvalues, Embeddings and Generalised Trigonometric Functions
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2011
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Ján Lang
D. E. Edmunds
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Trigonometric Generalisations
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2011
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Ján Lang
D. E. Edmunds
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Hardy Operators
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2011
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Ján Lang
D. E. Edmunds
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The 𝔧‐eigenfunctions and <i>s</i> ‐numbers
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2010
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D. E. Edmunds
Ján Lang
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Some s-numbers of an integral operator of Hardy type on <mml:math xmlns:mml="http://www.w3.org/1998/Math/MathML" altimg="si1.gif" overflow="scroll"><mml:msup><mml:mi>L</mml:mi><mml:mrow><mml:mi>p</mml:mi><mml:mo stretchy="false">(</mml:mo><mml:mo>⋅</mml:mo><mml:mo stretchy="false">)</mml:mo></mml:mrow></mml:msup></mml:math> spaces
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2009
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D. E. Edmunds
Ján Lang
Aleš Nekvinda
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Essential norms and localization moduli of Sobolev embeddings for general domains
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2008
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Ján Lang
Vladimir Maz’ya
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Asymptotics for eigenvalues of a non-linear integral system
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2007
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D. E. Edmunds
Ján Lang
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Asymptotics for eigenvalues of a non-linear integral system
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2007
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D. E. Edmunds
Ján Lang
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Operators of Hardy type
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2006
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D. E. Edmunds
Ján Lang
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Potential Techniques and Regularity of Boundary Value Problems in Exterior Non-Smooth Domains
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2006
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Ján Lang
Osvaldo Méndez
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Approximation numbers and Kolmogorov widths of Hardy‐type operators in a non‐homogeneous case
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2006
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D. E. Edmunds
Ján Lang
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Bernstein widths of Hardy-type operators in a non-homogeneous case
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2006
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D. E. Edmunds
Ján Lang
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Estimates for n-widths of the Hardy-type operators (Addendum to “Improved estimates for the approximation numbers of the Hardy-type operators”)
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2006
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Ján Lang
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INEQUALITIES APPLICABLE TO CERTAIN PARTIAL DIFFERENTIAL EQUATIONS
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2004
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Ján Lang
Osvaldo Méndez
Aleš Nekvinda
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Estimates for the Approximation numbers and n-widths of the weighted Hardy-type operators
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2004
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Ján Lang
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Behaviour of the approximation numbers of a Sobolev embedding in the one-dimensional case
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2003
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D. E. Edmunds
Ján Lang
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Improved estimates for the approximation numbers of Hardy-type operators
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2003
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Ján Lang
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Remainder estimates for the approximation numbers of weighted Hardy operators acting onL 2
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2001
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D. E. Edmunds
Ron Kerman
Ján Lang
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The Approximation Numbers of Hardy-Type Operators on Trees
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2001
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W. D. Evans
D.J. Harris
Ján Lang
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The approximation numbers of Hardy--type operators on trees
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2000
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W. D. Evans
D.J. Harris
Ján Lang
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CONTINUOUS NORMS AND ABSOLUTELY CONTINUOUS NORMS IN BANACH FUNCTION SPACES ARE NOT THE SAME
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2000
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Ján Lang
Nekvinda
Rákosník
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The approximation numbers of Hardy--type operators on trees
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2000
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W. D. Evans
D.J. Harris
Ján Lang
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On<i>L</i><sup><i>p</i>(<i>x</i>)</sup><i>norms</i>
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1999
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D. E. Edmunds
Ján Lang
Aleš Nekvinda
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The generalized hardy operator with kernel and variable integral limits in banach function spaces
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1999
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A Gogatishvill
Ján Lang
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The Hardy Operator and the Gap Between <i>L</i> <sup>∞</sup> and BMO
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1998
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Ján Lang
Luboš Pick
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Two-sided estimates for the approximation numbers of Hardy-type operators in $L^{∞}$ and L¹
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1998
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W. D. Evans
D.J. Harris
Ján Lang
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A difference between continuous and absolutely continuous norms in Banach function spaces
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1997
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Ján Lang
Aleš Nekvinda
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Imbeddings Between Weighted Orlicz–Lorentz Spaces
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1997
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Mirosłav Krbec
Ján Lang
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None
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1997
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Mirosłav Krbec
Ján Lang
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Traces of a weighted Sobolev space in a singular case
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1995
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Ján Lang
Aleš Nekvinda
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