[PDF] Top 20 The Space of Bounded p(·) Variation in Wiener’s Sense with Variable Exponent
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The Space of Bounded p(·) Variation in Wiener’s Sense with Variable Exponent
... intervals. Wiener mainly focused on the case p = 2 , the 2- ...For p-variations with p ≠ 2 , the first major work was done by Young [3], partly with Love ...the variation in the ... See full document
14
Functions of Bounded (p(⋅), 2) Variation in De la Vallée Poussin Wiener’s Sense with Variable Exponent
... with exponent growth is a new research field and it reflects a new kind of physical ...are bounded on variable Lebesgue ...with variable exponent, the origins of which can be traced ... See full document
26
Locally Defined Operators and Locally Lipschitz Composition Operators in the Space WBVp(·)([a, b])
... of bounded p ( ) ⋅ -variation in Wiener’s sense with variable exponent, also we expose some new properties of this ...generalized bounded variations such as WBV p ( ... See full document
18
Nemytskii Operator in the Space of Set Valued Functions of Bounded φ Variation
... While in [8], we generalize article [6] by introducing a weight function. Now, we intend to generalize [7] in a similar form we did in [8], i.e., the propose of this paper is proving an analogous result in which the ... See full document
13
Uniformly Bounded Set Valued Composition Operators in the Spaces of Functions of Bounded Variation in the Sense of Riesz
... Let us remark that the uniform boundedness of an operator (weaker than the usual boundedness) was intro- duced and applied in [8] for the Nemytskij composition operators acting between spaces of Hölder functions in the ... See full document
8
Hölder Quasicontinuity in Variable Exponent Sobolev Spaces
... of variable exponent Sobolev ...every variable exponent Sobolev function can be approximated in the Lusin sense by H¨older continuous Sobolev functions in the variable ... See full document
18
Bilinear Multipliers of Weighted Lorentz Spaces and Variable Exponent Lorentz Spaces
... Bilinear multipliers for Lebesgue spaces are defined and discussed by Blasco in [1] . In [10] and [11], Kulak and G¨urkanlı define bilinear multipliers for weighted Lebesgue spaces, variable Lebesgue spaces, ... See full document
14
Unbounded Supersolutions of Nonlinear Equations with Nonstandard Growth
... on variable exponent ...the sense that they depend on the solution ...locally bounded and Harnack-type estimates in [7] depend on this ... See full document
20
Boundedness for Commutators of Calderón Zygmund Operator on Herz Type Hardy Space with Variable Exponent
... Hardy space with variable ...Herz space with variable exponent and proved the boundedness of some sublinear operator on these ...Labesgue space with variable ... See full document
11
Weak lower semicontinuity of variational functionals with variable growth
... discussed variable exponent Lebesgue spaces and variable exponent Sobolev spaces, the field of variable exponent function spaces has witnessed an explosive growth in recent years ... See full document
9
On Second Riesz Φ Variation of Normed Space Valued Maps
... of bounded second -variation in the sense of ...Banach space, is of bounded second -variation, in the sense of Riesz, if and only if it is the integral (in the ... See full document
14
Floristic Composition, Diversity and Structure of the Rainforest in the Mayoko District, Republic of Congo
... timates S (version 9) with 100 randomizations (Colwell, ...Estimates S (Raaijmakers, 1987) was also used in this study to determine sampling suffi- ... See full document
54
On Bounded Second Variation
... of bounded variation on , is denoted as BV a b , ...of bounded variation on a b , if, and only if, it is the diference of two monotone ... See full document
5
Compactness of the Space of Minimal Hypersurfaces with Bounded Volume and p-th Jacobi Eigenvalue
... and the most basic question in this sense is perhaps that of finding geometrically natural and meaningful conditions that ensure the compactness of subsets of this space. In the three-dimensional scenario, ... See full document
10
Relationships among transforms, convolutions, and first variations
... on Wiener space and in [9, 7, 8], they established various results involving transforms and ...first variation of certain functionals on Wiener space and in [13], Park, Skoug, and ... See full document
14
The stability of the anisotropic parabolic equation with the variable exponent
... with bounded Radon diffuse measure and variable exponent and proved the existence and uniqueness of entropy ...the variable exponent have been given great at- tention recently, a lot of ... See full document
14
Applications of Some Classes of Sequences on Approximation of Functions (Signals) by Almost Generalized Nörlund Means of Their Fourier Series
... Corollary 2.3. Let (p n ) ∈ HBV S and (q n ) ∈ RBV S. If f : R −→ R is a 2π periodic function, Lebesgue integrable and belonging to the Lipα class, then the degree of approximation of the function f ... See full document
9
Behavior of a Scale Factor for Wiener Integrals of an Unbounded Function
... a Wiener spac ...for Wiener integrals (1944, ...between Wiener integrals and analytic Feynman integrals to prove the change of scale formula for Wiener integral on the Wiener ... See full document
7
Behavior of a Scale Factor for Wiener Integrals and a Fourier Stieltjes Transform on the Wiener Space
... a Wiener space ...for Wiener integrals ...between Wiener integrals and analytic Feynman integrals to prove a change of scale formula for Wiener inte- grals ...the Wiener Integral ... See full document
8
A change of scale formula for Wiener integrals of cylinder functions on abstract Wiener space
... In [13], Skoug and Yoo expressed the analytic Wiener and Feynman integrals as the limits of Wiener integrals, and then they established a change of scale formula for Wiener integrals on [r] ... See full document
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