Publication date
January 2007
DOI Publisher
Institute of Mathematics, Polish Academy of SciencesAbstract
Diening L, Hästö P. Variable exponent trace spaces. Studia Mathematica. 2007;183(2):127-141
Diening L, Hästö P. Variable exponent trace spaces. Studia Mathematica. 2007;183(2):127-141
p: Ω ⊆ Rd → [1,∞] measurable is called exponent. p+: = ess supx∈Ω p(x) p −: = ess infx∈Ω p(x) For me...
Abstract. In this article a new method for moving from local to global results in vari-able exponent...
[EN] In this paper we introduce the variable exponent Hormander spaces and we study some of their pr...
Abstract. The trace space of W 1,p(·)(Rn × [0,∞)) consists of those functions on Rn that can be exte...
Diening L, Harjulehto P, Hästö P, Růžička M. Lebesgue and Sobolev spaces with variable exponents. Le...
Abstract. In this paper we study the Sobolev Trace Theorem for variable exponent spaces with critica...
Diening L, Fröschl S. Extensions in spaces with variable exponents - the half space. In: Tsutsumi Y,...
In this note we prove a trace theorem in fractional spaces with variable exponents. To be more preci...
Diening L, Harjulehto P, Hästö P, Mizuta Y, Shimomura T. Maximal functions in variable exponent spac...
Almeida A, Diening L, Hasto P. Homogeneous variable exponent Besov and Triebel-Lizorkin spaces. MATH...
Diening L, Schwarzacher S. On the key estimate for variable exponent spaces. Azerbaijan Journal of M...
In the past few years the subject of variable exponent spaces has undergone a vast development. Neve...
Diening L, Nägele P, Růžička M. Monotone operator theory for unsteady problems in variable exponent ...
Spaces with variable exponents Lpx(H,μ) and Lpx(H,μ;H) are introduced. After discussing some approxi...
AbstractWe study trace operators in weighted variable exponent Sobolev spaces W1,p(x)(Ω;v0,v1)↪Lq(x)...
p: Ω ⊆ Rd → [1,∞] measurable is called exponent. p+: = ess supx∈Ω p(x) p −: = ess infx∈Ω p(x) For me...
Abstract. In this article a new method for moving from local to global results in vari-able exponent...
[EN] In this paper we introduce the variable exponent Hormander spaces and we study some of their pr...
Abstract. The trace space of W 1,p(·)(Rn × [0,∞)) consists of those functions on Rn that can be exte...
Diening L, Harjulehto P, Hästö P, Růžička M. Lebesgue and Sobolev spaces with variable exponents. Le...
Abstract. In this paper we study the Sobolev Trace Theorem for variable exponent spaces with critica...
Diening L, Fröschl S. Extensions in spaces with variable exponents - the half space. In: Tsutsumi Y,...
In this note we prove a trace theorem in fractional spaces with variable exponents. To be more preci...
Diening L, Harjulehto P, Hästö P, Mizuta Y, Shimomura T. Maximal functions in variable exponent spac...
Almeida A, Diening L, Hasto P. Homogeneous variable exponent Besov and Triebel-Lizorkin spaces. MATH...
Diening L, Schwarzacher S. On the key estimate for variable exponent spaces. Azerbaijan Journal of M...
In the past few years the subject of variable exponent spaces has undergone a vast development. Neve...
Diening L, Nägele P, Růžička M. Monotone operator theory for unsteady problems in variable exponent ...
Spaces with variable exponents Lpx(H,μ) and Lpx(H,μ;H) are introduced. After discussing some approxi...
AbstractWe study trace operators in weighted variable exponent Sobolev spaces W1,p(x)(Ω;v0,v1)↪Lq(x)...
p: Ω ⊆ Rd → [1,∞] measurable is called exponent. p+: = ess supx∈Ω p(x) p −: = ess infx∈Ω p(x) For me...
Abstract. In this article a new method for moving from local to global results in vari-able exponent...
[EN] In this paper we introduce the variable exponent Hormander spaces and we study some of their pr...
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