Adams, D.R. and Hedberg, L., Function Spaces and Potential Theory, Springer-Verlag 1996.D. Adams and L. Hedberg, "Function Spaces and Potential Theory", Springer- Verlag, Berlin etc, (1995).D. R. Adams and L. I. Hedberg. Function spaces and potential theory (Springer, 1996)....
Bessel (Riesz) Potentials on Banach Function Spaces and Their Applications Ⅰ TheoryWang Baoxiang Author information + 文章历史 + Abstract In this paper,we shall introduce the concept of the Bessel (Riesz) potential Köthe function spaces Xs and give some dual estimates for a class of ...
These maker spaces are often outside of classrooms, and are serving an important educational function. 2019年6月四级真题(第三套)阅读 Section B This is evidence that our immune system really doesn't function so well when we age. 2019年6月四级真题(第一套)听力 Section C Many of its function...
Function spaces and stochastic processes on fractals (Potential Theory and Related Topics) Kumagai Takashi RIMS Kokyuroku 1293, 42-54, 2002-11 T Kumagai - 《Rims Kokyuroku》 被引量: 1发表: 2002年 Some function spaces related to the brownian motion on simple nested fractals Pietruska-Paluba, ...
Convex functions and their generalizations Other classes of functions and their properties Properties of linear and nonlinear operators (superposition, integral, functional integral, integrodifferential, etc.) acting in function spaces Before submission authors should carefully read over the journal’s Autho...
Interpolation of compactness: For Banach function spaces X0 and X1 and an operator T which is compact on X0 and bounded on X1, T is compact on the product space X01−θ⋅X1θ for θ∈(0,1); (3) The self-improvement property of Muckenhoupt classes: For w∈Ap there is an 1...
It is the main aim of this Chapter to discuss the seminal interrelation between fractals and function spaces. This paves the way to a substantial spectral theory of fractal (pseudo)differential operators which will be developed in Chapter V. We begin in Section 17 with a rather final Fourier ...
We recently addressed this issue and developed a theory for one-dimensional SBP operators based on general function spaces, coined function-space SBP (FSBP) operators. In this paper, we extend the theory of FSBP operators to multiple dimensions. We focus on their existence, connection to ...
Second, we propose to attach a large variety of form and function-based characters to ET cells to describe each of these units. Third, to build spatial signatures, information on ET cells can be clustered using unsupervised learning techniques. This process results in a theory-informed, data-...
electron theoryIn Ref. [1], a comprehensive type of the interaction potential function among atoms in solids has been proposed and its application to the research into elastic properties of alkali and alkaline earth metals has been made. Then, using this function, we further studied the thermal...