Y. Mizuta

发表

Fine differentiability of Riesz potentials

Y. Mizuta, 1978 .

Trudinger’s Inequality for Double Phase Functionals with Variable Exponents

Y. Mizuta, T. Shimomura, Takao Ohno, 2021, Czechoslovak Mathematical Journal.

Campanato–Morrey spaces for the double phase functionals

E. Nakai, Y. Mizuta, T. Shimomura, 2019, Revista Matemática Complutense.

Sobolev inequalities for Musielak–Orlicz spaces

Y. Mizuta, T. Shimomura, Takao Ohno, 2018 .

Sobolev’s inequality for double phase functionals with variable exponents

Y. Mizuta, T. Shimomura, Takao Ohno, 2018, Forum Mathematicum.

Hardy’s inequality in Musielak-Orlicz-Sobolev spaces

Y. Mizuta, T. Shimomura, Takao Ohno, 2014 .

A trace inequality of Riesz potentials in variable exponent Orlicz spaces

Y. Mizuta, T. Shimomura, 2012 .

Iterated maximal functions in variable exponent Lebesgue spaces

P. Hästö, P. Harjulehto, Y. Mizuta, 2011 .

Sobolev's inequality for Orlicz-Sobolev spaces of variable exponents (Potential Theory and its related Fields)

Y. Mizuta, T. Shimomura, Takao Ohno, 2009 .

SOBOLEV INEQUALITIES FOR ORLICZ SPACES OF TWO VARIABLE EXPONENTS

P. Hästö, Y. Mizuta, T. Shimomura, 2009, Glasgow Mathematical Journal.

Sobolev embeddings for variable exponent riesz potentials on metric spaces

Y. Mizuta, T. Shimomura, T. Futamura, 2006 .

Sobolev's inequality for Riesz potentials with variable exponent satisfying a log-Hölder condition at infinity

Y. Mizuta, T. Shimomura, 2005 .

Finite-difference time-domain calculation with all parameters of Sellmeier's fitting equation for 12-fs laser pulse propagation in a silica fiber

R. Morita, Y. Koyamada, N. Karasawa, 2002, IEEE Photonics Technology Letters.

Simulations of airflow and substance concentration around a human body.

K. Mabuchi, N. Kakuta, S. Yokoyama, 2002, Journal of physiological anthropology and applied human science.

Study of the behavior of logarithmic potentials by means of logarithmically thin sets

Y. Mizuta, 1984 .

Potential theoretic properties of the subdifferential of a convex function

T. Nagai, Y. Mizuta, 1977 .

Hardy-Sobolev inequalities and boundary growth of Sobolev functions for double phase functionals on the half space

Y. Mizuta, T. Shimomura, 2022, Ricerche di Matematica.

"Fourier-Direct Method" for the Analysis of Monocycle Optical Pulses Propagating in Nonlinear Media.

R. Morita, M. Yamashita, Y. Mizuta, 2002 .

Weighted Morrey spaces of variable exponent and Riesz potentials

Y. Mizuta, T. Shimomura, 2015 .

Semi-fine limits and semi-fine differentiability of Riesz potentials of functions in L p

Y. Mizuta, 2007 .

Continuity properties of potentials and Beppo-Levi-Deny functions

Y. Mizuta, 1993 .

A generalization of Bocher's theorem for polyharmonic functions

Y. Mizuta, T. Futamura, K. Kishi, 2001 .

Approximate identities and Young type inequalities in Musielak-Orlicz spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2013, Czechoslovak Mathematical Journal.

Integral representations of Beppo Levi functions of higher order

Y. Mizuta, 1974 .

Sobolev type inequalities for fractional maximal functions and Green potentials in half spaces

Y. Mizuta, T. Shimomura, 2021, Positivity.

Trudinger’s Inequality and Continuity of Potentials on Musielak–Orlicz–Morrey Spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2012, Potential Analysis.

Generalized fractional maximal operators on Musielak-Orlicz-Morrey spaces

Y. Mizuta, Takao Ohno, Tetsu Shimomura, 2023, Positivity.

Hardy–Littlewood–Sobolev Theorem for Variable Riesz Potentials

Y. Mizuta, T. Shimomura, T. Ohno, 2023, Results in Mathematics.

Sobolev embeddings in grand Morrey spaces

Y. Mizuta, T. Shimomura, T. Ohno, 2021, Mathematische Nachrichten.

Boundedness of fractional integral operators in Herz spaces on the hyperplane

Tetsu Shimomura, Yoshihiro Mizuta, Y. Mizuta, 2021, Mathematical Methods in the Applied Sciences.

Weak estimates for the maximal and Riesz potential operators on non-homogeneous central Morrey type spaces in L^1 over metric measure spaces

Y. Mizuta, T. Shimomura, Katsuo Matsuoka, 2020 .

HERZ–MORREY SPACES ON THE UNIT BALL WITH VARIABLE EXPONENT APPROACHING $1$ AND DOUBLE PHASE FUNCTIONALS

Y. Mizuta, T. Shimomura, T. Ohno, 2019, Nagoya Mathematical Journal.

On the non-homogeneous central Morrey type spaces in L¹(Rⁿ) and the weak boundedness of some operators (関数空間の深化とその周辺)

Y. Mizuta, Katsuo Matsuoka, 2018 .

Boundedness of maximal operators and Sobolev's theorem for non-homogeneous central Morrey spaces of variable exponent

Y. Mizuta, T. Shimomura, T. Ohno, 2015 .

SOBOLEV AND TRUDINGER TYPE INEQUALITIES ON GRAND MUSIELAK-ORLICZ-MORREY SPACES

Y. Mizuta, T. Shimomura, F. Maeda, 2015 .

SOBOLEV'S THEOREM AND DUALITY FOR HERZ-MORREY SPACES OF VARIABLE EXPONENT

Y. Mizuta, T. Ohno, 2014 .

Approximate identities and Young type inequalities in Musielak-Orlicz spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2013, Czechoslovak Mathematical Journal.

Mean continuity for potentials of functions in Musielak-Orlicz spaces (Potential Theory and its Related Fields)

Y. Mizuta, T. Shimomura, F. Maeda, 2013 .

Hardy Averaging Operator on Generalized Banach Function Spaces and Duality

Y. Mizuta, T. Shimomura, A. Nekvinda, 2013 .

Boundedness of maximal operators and Sobolevʼs inequality on Musielak–Orlicz–Morrey spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2013 .

Maximal functions, Riesz potentials and Sobolev embeddings on Musielak-Orlicz-Morrey spaces of variable exponent in ${\bf R}^{n}$

E. Nakai, Y. Mizuta, T. Shimomura, 2012 .

Gagliardo–Nirenberg inequality for generalized Riesz potentials of functions in Musielak-Orlicz spaces

Y. Sawano, E. Nakai, Y. Mizuta, 2012, Archiv der Mathematik.

Capacity for potentials of functions in MusielakOrlicz spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2011 .

Hardy's inequality in Orlicz-Sobolev spaces of variable exponent

E. Nakai, Y. Mizuta, T. Shimomura, 2011 .

Sobolev's inequality for Riesz potentials of functions in Morrey spaces of integral form

Y. Mizuta, T. Shimomura, 2010 .

APPROXIMATE IDENTITIES AND YOUNG TYPE INEQUALITIES IN VARIABLE LEBESGUE-ORLICZ SPACES L p(¢) (logL) q(¢)

Y. Mizuta, F. Maeda, T. Ohno, 2010 .

INTEGRABILITY OF MAXIMAL FUNCTIONS FOR GENERALIZED LEBESGUE SPACES Lp(·)(logL)q(·)

Y. Mizuta, T. Shimomura, T. Ohno, 2010 .

Sobolev’s inequality for Riesz potentials in Orlicz-Musielak spaces of variable exponent

E. Nakai, Y. Mizuta, T. Shimomura, 2010 .

CONTINUITY PROPERTIES OF RIESZ POTENTIALS OF ORLICZ FUNCTIONS

Y. Mizuta, T. Shimomura, 2009 .

MAXIMAL FUNCTIONS IN VARIABLE EXPONENT SPACES: LIMITING CASES OF THE EXPONENT

P. Hästö, P. Harjulehto, L. Diening, 2009 .

Sobolev's inequalities and vanishing integrability for Riesz potentials of functions in the generalized Lebesgue space Lp(⋅)(logL)q(⋅)

Y. Mizuta, T. Shimomura, T. Ohno, 2008 .

Integrability of maximal functions for generalized Lebesgue spaces with variable exponent

Y. Mizuta, T. Shimomura, T. Ohno, 2008 .

Existence of Tangential Limits for α-Harmonic Functions on Half Spaces

Y. Mizuta, 2006 .

Growth properties for modified Poisson integrals in a half space

Y. Mizuta, T. Shimomura, 2003 .

Continuity and differentiability for weighted Sobolev spaces

Y. Mizuta, T. Shimomura, 2002 .

Existence of functions in weighted sobolev spaces

Y. Mizuta, Toshihide Futamura, 2001, Nagoya Mathematical Journal.

Growth properties of spherical means for monotone BLD functions in the unit ball.

Y. Mizuta, T. Shimomura, 2000 .

Differentiability and Holder continuity of Riesz potentials of Orlicz functions

Y. Mizuta, T. Shimomura, 2000 .

BOUNDARY LIMITS OF SPHERICAL MEANS FOR BLD AND MONOTONE BLD FUNCTIONS IN THE UNIT BALL

Y. Mizuta, T. Shimomura, 1999 .

On the existence of weighted boundary limits of harmonic functions

Y. Mizuta, 1990 .

On the existence of limits along lines of Beppo Levi functions

Y. Mizuta, 1986 .

On the boundary limits of polyharmonic functions in a half space

Y. Mizuta, 1984 .

Sobolev embeddings for Riesz potentials of functions in Morrey spaces of variable exponent

Y. Mizuta, T. Shimomura, 2008 .

Littlewood-Paley theory for variable exponent Lebesgue spaces and Gagliardo-Nirenberg inequality for Riesz potentials

Y. Sawano, E. Nakai, Y. Mizuta, 2013 .

Boundedness of fractional integral operators on Morrey spaces and Sobolev embeddings for generalized Riesz potentials

E. Nakai, Y. Mizuta, T. Shimomura, 2010 .

Boundedness of the maximal operator and Sobolev's inequality on non-homogeneous central Herz-Morrey-Orlicz spaces

Y. Mizuta, T. Ohno, 2015 .

Hardy–Sobolev inequality for Sobolev functions in central Herz–Morrey spaces

Y. Mizuta, T. Shimomura, 2021, Mathematische Nachrichten.

Hardy and Sobolev inequalities in the half space

Y. Mizuta, T. Shimomura, 2020, Acta Mathematica Hungarica.

Hardy and Sobolev inequalities in the half space

Y. Mizuta, T. Shimomura, 2019, Acta Mathematica Hungarica.

Nonhomogeneous central Morrey-type spaces in Lp(⋅) and weak estimates for the maximal and Riesz potential operators

Y. Mizuta, T. Shimomura, Katsuo Matsuoka, 2022, Kyoto Journal of Mathematics.

Weak estimates for the maximal and Riesz potential operators in non-homogeneous central Herz-Morrey spaces

Y. Mizuta, T. Shimomura, T. Ohno, 2018, Complex Variables and Elliptic Equations.

Sobolev’s Inequality for Musielak–Orlicz–Sobolev Functions

Y. Mizuta, T. Shimomura, T. Ohno, 2023, Results in Mathematics.

Sobolev inequalities for Musielak–Orlicz spaces

Y. Mizuta, T. Shimomura, T. Ohno, 2017, manuscripta mathematica.

Riesz potentials and Sobolev embeddings on Morrey spaces of variable exponents

E. Nakai, Y. Mizuta, T. Shimomura, 2011 .

Continuity properties for Riesz potentials of functions in Morrey spaces of variable exponent

Y. Mizuta, T. Shimomura, 2010 .

Boundedness of maximal operator, Hardy operator and Sobolev’s inequalities on non-homogeneous central Herz-Morrey-Musielak-Orlicz spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2021 .

Sobolev type inequalities for fractional maximal functions and Green potentials in half spaces

Tetsu Shimomura, Yoshihiro Mizuta, Y. Mizuta, 2021, Positivity.

Boundedness of fractional maximal operators for double phase functionals with variable exponents

Y. Mizuta, T. Shimomura, T. Ohno, 2021, Journal of Mathematical Analysis and Applications.

Herz–Morrey spaces of variable exponent, Riesz potential operator and duality

Y. Mizuta, T. Ohno, 2015 .

Trudinger’s Inequality for Double Phase Functionals with Variable Exponents

Y. Mizuta, T. Shimomura, F. Maeda, 2021, Czechoslovak Mathematical Journal.

Sobolev embeddings for Riesz potentials of functions in Morrey spaces L^1,ν,β_1,β_2(R^n)

Y. Mizuta, T. Shimomura, 2014 .

Trudinger’s Inequality and Continuity of Potentials on Musielak–Orlicz–Morrey Spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2013 .

Sobolev's inequality for Riesz potentials of functions in non-doubling Morrey spaces

Y. Mizuta, T. Shimomura, T. Sobukawa, 2009 .

An elementary proof of Sobolev embeddings for Riesz potentials of functions in Morrey spaces $L^{1,\nu,\beta}(G)$

E. Nakai, Y. Mizuta, T. Shimomura, 2008 .

Sobolev embeddings for Riesz potential space of variable exponent

Y. Mizuta, T. Shimomura, Toshihide Futamura, 2006 .

Continuity properties of Riesz potentials for functions in L^p(⋅) of variable exponent

Y. Mizuta, Toshihide Futamura, 2005 .

Growth properties of Musielak–Orlicz integral means for Riesz potentials

Y. Mizuta, T. Shimomura, F. Maeda, 2015 .

Weighted Sobolev inequality in Musielak–Orlicz space

Y. Mizuta, T. Shimomura, 2012 .

Integrability of maximal functions and Riesz potentials in Orlicz spaces of variable exponent

Y. Mizuta, T. Shimomura, Toshihide Futamura, 2010 .

Sobolev embeddings for Riesz potential spaces of variable exponents near 1 and Sobolev's exponent

Y. Mizuta, T. Shimomura, T. Ohno, 2010 .

On the boundary limits of harmonic functions with gradient in $L^p$

Y. Mizuta, 1984 .

Duality of Herz-Morrey spaces of variable exponent

Y. Mizuta, 2016 .

Sobolev's inequalities for Herz-Morrey-Orlicz spaces on the half space

Y. Mizuta, T. Shimomura, T. Ohno, 2018 .

An elementary proof of Sobolev embeddings for Riesz potentials of functions in Morrey spaces L(G)

E. Nakai, Y. Mizuta, T. Shimomura, 2008 .

Orlicz capacity of balls

Y. Mizuta, T. Ohno, 2012 .

Trudinger's exponential integrability for Riesz potentials of functions in generalized grand Morrey spaces

Y. Mizuta, T. Ohno, 2014 .

Boundedness of the maximal and potential operators in Herz-Morrey type spaces

Y. Mizuta, T. Shimomura, T. Ohno, 2020, Complex Variables and Elliptic Equations.

On the Behaviour at Infinity of Superharmonic Functions

Y. Mizuta, 1983 .

Boundary growth of generalized Riesz potentials on the unit ball in the variable settings

Y. Mizuta, T. Shimomura, T. Ohno, 2019, Annales Academiae Scientiarum Fennicae Mathematica.

Optimal estimates for the fractional Hardy operator

Y. Mizuta, T. Shimomura, A. Nekvinda, 2015 .

Variable exponent weighted norm inequality for generalized Riesz potentials on the unit ball

Y. Mizuta, T. Shimomura, F. Maeda, 2017, Collectanea Mathematica.

Gagliardo–Nirenberg inequality for generalized Riesz potentials of functions in Musielak-Orlicz spaces

Y. Sawano, E. Nakai, Y. Mizuta, 2012 .

Sobolev's theorem for double phase functionals

Y. Mizuta, T. Shimomura, T. Ohno, 2020 .

Continuity properties of Riesz potentials and boundary limits of Beppo Levi functions.

Y. Mizuta, 1988 .

Title Integrability of maximal functions in Orlicz spaces of variable exponent (Potential Theory and its related Fields)

Y. Mizuta, T. Shimomura, Toshihide Futamura, 2009 .

Duality of central Herz–Morrey–Musielak–Orlicz spaces of variable exponents

Y. Mizuta, T. Shimomura, F. Maeda, 2019 .

Duality of central Herz–Morrey–Musielak–Orlicz spaces of variable exponents

Y. Mizuta, T. Shimomura, F. Maeda, 2018, Collectanea Mathematica.

Duality of Non-Homogeneous Central Herz-Morrey-Musielak-Orlicz Spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2017, Potential Analysis.

Duality of Non-Homogeneous Central Herz-Morrey-Musielak-Orlicz Spaces

Y. Mizuta, T. Shimomura, F. Maeda, 2017 .

Hardy-Sobolev inequalities in the unit ball for double phase functionals

Y. Mizuta, T. Shimomura, 2020 .

COMPACT EMBEDDINGS FOR SOBOLEV SPACES OF VARIABLE EXPONENTS AND EXISTENCE OF SOLUTIONS FOR NONLINEAR ELLIPTIC PROBLEMS INVOLVING THE p(x)-LAPLACIAN AND ITS CRITICAL EXPONENT

Takao Ohno, Tetsu Shimomura, Naoki Shioji, 2010 .

Continuity of weakly monotone Sobolev functions of variable exponent

Y. Mizuta, Toshihide Futamura, 2006 .

Exponential integrability for Riesz potentials of functions in Orlicz classes

Y. Mizuta, T. Shimomura, 1998 .

Exponential integrability of Riesz potentials of Orlicz functions

Y. Mizuta, T. Shimomura, 2012 .

Weighted Orlicz-Riesz capacity of balls

Y. Mizuta, T. Shimomura, T. Ohno, 2010 .

Compact embeddings for Sobolev spaces of two variable exponents

Takao Ohno, Tetsu Shimomura, Yoshihiro Mizuta, 2021, Complex Variables and Elliptic Equations.

Dedicated to Prof. Kaoru Hatano on the occasion of his 60th birthday

Y. Mizuta, Toshihide Futamura, 2003 .

BOUNDARY LIMITS OF MONOTONE SOBOLEV FUNCTIONS FOR DOUBLE PHASE FUNCTIONALS

Y. Mizuta, T. Shimomura, 2020 .

TANGENTIAL LIMITS OF MONOTONE SOBOLEV FUNCTIONS

Y. Mizuta, 2008 .

Boundary limits of polyharmonic functions in sobolev-orlicz spaces

Y. Mizuta, 1995 .

Hardy–Sobolev inequalities in the half-space for double phase functionals

Y. Mizuta, T. Shimomura, 2021, Rocky Mountain Journal of Mathematics.

Orlicz–Sobolev capacity of balls

Y. Mizuta, T. Shimomura, T. Ohno, 2011 .

Vanishing exponential integrability for Riesz potentials of functions in Orlicz classes

Y. Mizuta, T. Shimomura, 2007 .

Remarks on the results by Koskela concerning the radial uniqueness for Sobolev functions

Y. Mizuta, 1998 .

Integral Representations, Differentiability Properties and Limits at Infinity for Beppo Levi Functions

Y. Mizuta, 1997 .

Optical Satellites of Langmuir Turbulence

Y. Mizuta, A. Ohno, 1979 .

On the order at infinity of Riesz potentials

Y. Mizuta, T. Kurokawa, 1979 .

Spherical Means of Beppo Levi Functions

Y. Mizuta, 2006 .

Minimally fine limits at infinity for $p$-precise functions

Y. Mizuta, T. Shimomura, 2004 .

On Semi-fine Limits at Infinity for Riesz Potentials and Monotone BLD Functions

Y. Mizuta, T. Shimomura, 2003 .

Riesz decomposition and limits at infinity for $p$-precise functions on a half space (Potential Theory and Related Topics)

Y. Mizuta, T. Shimomura, 2002 .

On the radial limits of potentials and angular limits of harmonic functions

Y. Mizuta, 1978 .

On the radial limits of Riesz potentials at infinity

Y. Mizuta, 1977 .

Sobolev's inequality for Riesz potentials in Lorentz spaces of variable exponent

Y. Mizuta, T. Ohno, 2015 .

Sobolev's inequality for Riesz potentials in central Lorentz-Morrey spaces of variable exponent (Potential Theory and its Related Fields)

Y. Mizuta, T. Ohno, 2013 .

Sobolev’s Inequality for Musielak–Orlicz–Sobolev Functions

Y. Mizuta, T. Shimomura, T. Ohno, 2023, Results in Mathematics.

Nonlinear Propagation Theory for Few-to-Mono Optical-Cycle Pulses beyond the Slowly-Varying-Envelope Approximation (SVEA)

N. Karasawa, X. Fang, Y. Mizuta, 2005 .

Analytical investigation of density wave oscillation

S. Nakanishi, S. Ishigai, Y. Mizuta, 1978 .

Isolated singularities of super-polyharmonic functions

Y. Mizuta, Toshihide Futamura, 2004 .

Removability of sets for sub-polyharmonic functions

Y. Mizuta, K. Kishi, Toshihide Futamura, 2003 .

Riesz decomposition for super-polyharmonic functions in the punctured unit ball

Y. Mizuta, T. Ohno, Toshihide Futamura, 2014 .

An integral representation and fine limits at infinity for functions whose Laplacians iterated $m$ times are measures

Y. Mizuta, 1997 .

On removability of sets for holomorphic and harmonic functions

Y. Mizuta, 1986 .

Spherical means of super-polyharmonic functions in the unit ball

Y. Mizuta, T. Ohno, Toshihide Futamura, 2014 .

Isolated singularities, growth of spherical means and Riesz decomposition for superbiharmonic functions

Y. Mizuta, Toshihide Futamura, Keiji Kitaura, 2006 .

Growth properties of p-th means of biharmonic Green potentials in the unit ball

Y. Mizuta, Toshihide Futamura, 2005 .

Growth properties for generalized Riesz potentials in central Herz-Morrey spaces (The structure of function spaces and its environment)

Y. Mizuta, 2018 .

A Montel Type Result for Super-Polyharmonic Functions on RN

Y. Mizuta, Toshihide Futamura, Keiji Kitaura, 2011 .

On the boundary behavior of superharmonic functions in a half space

Y. Mizuta, 1982 .

ON SEMI-FINE LIMITS OF POTENTIALS

Y. Mizuta, 1982 .

On the behavior at infinity of logarithmic potentials

Y. Mizuta, 1984 .

Sobolev type inequalities for fractional maximal functions and Riesz potentials in half spaces

Y. Mizuta, T. Shimomura, 2023, 2305.13708.

Generalized fractional maximal operators on Musielak-Orlicz-Morrey spaces

Y. Mizuta, T. Shimomura, T. Ohno, 2023, Positivity (Dordrecht).

Hardy–Littlewood–Sobolev Theorem for Variable Riesz Potentials

Y. Mizuta, T. Shimomura, T. Ohno, 2023, Results in Mathematics.

Sobolev's inequality for Riesz potentials of functions in non-doubling Morrey spaces

Y. Mizuta, T. Shimomura, T. Sobukawa, 2009 .

VARIABLE EXPONENT SPACES ON METRIC MEASURE SPACES

P. Hästö, Y. Mizuta, T. Shimomura, 2009 .

Continuity of Sobolev functions of variable exponent on metric spaces

Y. Mizuta, T. Shimomura, 2004 .

Sobolev type inequalities for fractional maximal functions and Riesz potentials in Morrey spaces of variable exponent on half spaces

Y. Mizuta, T. Shimomura, 2023, Czechoslovak Mathematical Journal.

Boundary growth of Sobolev functions for double phase functionals

Y. Mizuta, T. Shimomura, 2020 .

Boundary behavior of monotone Sobolev functions on John domains in a metric space

Y. Mizuta, Toshihide Futamura, 2005 .

Lindelöf theorems for monotone Sobolev functions

Y. Mizuta, Toshihide Futamura, 2003 .

Cell Fusion and Distinction between Viable Cell and Non-Viable Cell Using Dielectrophoresis and Optical Tweezers

K. Taguchi, Y. Mizuta, H. Takuya, 2015 .

Lab-on-Chip System Combined Optical Tweezers and Dielectrophoresis

K. Taguchi, Y. Mizuta, 2015 .

Vanishing exponential integrability for Riesz potentials in Morrey–Orlicz spaces

Y. Mizuta, T. Shimomura, 2023, Mathematische Nachrichten.