[PDF] Top 20 Hardy type inequalityin variable lebesgue spaces
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Hardy type inequalityin variable lebesgue spaces
... of variable exponent Lebesgue spaces, the Hardy inequal- ity in one variable was first obtained in [15], and later generalized in [7], where the necessary and sufficient conditions for ... See full document
11
Weighted Sobolev theorem with variable exponent for spatial and spherical potential operators, II
... with variable exponent for spatial and spher- ical potential operators, ...weighted Lebesgue generalized spaces L p( ·) ( R n , ρ) with the variable exponent p(x) and a two-parameter power ... See full document
7
Maximal, potential and singular operators in the local "complementary" variable exponent Morrey type spaces
... a variable exponent, and no monotonicity type condition is imposed onto the function ω( r ) defining the ‘‘complementary’’ Morrey-type ...these spaces to weighted Lebesgue ...the ... See full document
13
Estimates for the Poisson kernel and Hardy spaces on compact manifolds
... is not preserved by pseudo-differential operators and is not well defined on manifolds, a fact that hinders applications to PDE with variable coefficients. On the other hand, H p (R N ) is preserved by singular ... See full document
29
Weighted Sobolev theorem with variable exponent for spatial and spherical potential operators
... generalized Lebesgue spaces with variable exponent p(x) could be observed in a variety of papers, the main objects be- ing the maximal operator, Hardy operators, singular operators and ... See full document
18
Weighted hardy operators in complementary morrey spaces
... between Lebesgue weighted ...the Hardy- type constructions via the norm defining the complementary Morrey ...of Hardy operators in complementary Morrey ... See full document
20
Weighted Hardy and potential operators in the generalized Morrey spaces
... Potential operators in the non-weighed setting were studied in [12,14,15,17,23,28,40]. We make use of the Adams-type p- to q-statement which we give in Theorem 5.4 following the approach developed in [14,15]. Note ... See full document
15
Characterization of the variable exponent Bessel potential spaces via the Poisson semigroup
... of variable exponent Lebesgue spaces L p (·) was known from [6] under the assumption that the maximal operator is ...weighted spaces was given in ... See full document
15
Weighted Sobolev theorem in Lebesgue spaces with variable exponent
... in variable exponent spaces attracts enormous interest of re- searchers due to both mathematical curiosity caused by the difficulties of investigation in variable exponent spaces and also by ... See full document
24
Weighted hardy-type inequalities in variable exponent morrey-type spaces
... “Morrey-campanato spaces: an overview,” in Operator Theory, Pseudo-Differential Equations, and Mathematical Physics the Vladimir Rabinovich Anniversary Volume, ... See full document
12
Brendha Montes Silva A Integral de Lebesgue na Reta e Teoremas de
... Pretendemos deixar claro que a integral de Lesbegue permite integrar fun¸c˜oes mais gerais que a integral de Riemann, tem todas as propriedades que se espera de uma integral e possibilita substituir o intervalo de ... See full document
35
Operadores pseudo-diferenciais e espaços de Hardy.
... Os dois primeiros cap´ıtulos do presente trabalho tratam de alguns fatos b´asicos das teorias de operadores pseudo diferenciais e espa¸cos de Hardy. No terceiro cap´ıtulo retomamos a id´eia inicial de Goldberg, ... See full document
56
A type checking algorithm for qualified session types
... the type checking procedure, is defined by the union of the patterns for the rules introduced in the current ...the variable on the top of the context z to be equal to the variable x respectively for ... See full document
19
On zeros of some analytic spaces of area Nevanlinna type in halfplane
... Descriptions of zero sets and parametric representations of certain analytic area Nevanlinna type classes in the unit disk // Bulletin Georgian Math. (In Press)[r] ... See full document
6
A CONCEPÇÃO DE EDUCAÇÃO MATEMÁTICA DE HENRI LEBESGUE
... Henri Lebesgue foi considerado um dos matemáticos mais inovadores do século XX e, como poucos, dedicou grande parte de sua vida ao ensino da ...nela, Lebesgue apresenta um julgamento do ensino da ... See full document
340
Immersions of finite geometric type in euclidean spaces art jlmbarbosa Imm
... Abstract. In this paper, we introduce the class of hypersurfaces of finite geometric type. They are defined as the ones that share the basic differential topological properties of minimal surfaces of finite total ... See full document
15
On Quadratic Integral Equations of Urysohn Type in Fréchet Spaces
... Chandrasekher type can been countered very often in many applications; see for instance the book by Chandrasekher [7] and the research papers by Banas et ... See full document
6
Aspectos da história da análise matemática de Cauchy a Lebesgue
... Esse problema só seria tratado com grande generalidade apenas vários anos depois, com a filosofia do quase sempre de Henri Le- besgue (veja o item 6.8). De fato, modernamente definimos a série de Fourier de funções, em ... See full document
168
Maximal operator in variable exponent generalized morrey spaces on quasi-metric measure space
... In this paper, we prove theorems on the boundedness of the maximal operator 1 |f y|dμy M f x = sup r>0 μBx, r Bx,r within the frameworks of variable exponent Morrey spaces Lp·,ϕ· X on u[r] ... See full document
15
Mixed norm Bergman-Morrey-type spaces on the unit disc
... Abstract—We introduce and study the mixed-norm Bergman–Morrey space A q;p,λ D, mixedq;p,λ D, and mixed-norm Bergman–Morrey space norm Bergman–Morrey space of local type Aloc of complemen[r] ... See full document
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