WebLebesgue spaces, Gorka and Macios [12], [13] for classical Lebesgue variable ex-ponent Lebesgue in metric measure spaces. Weil [33] considered compactness in Lp- spaces on locally compact groups. Moreover, the compactness problems for various spaces of differentiable functions on the Euclidean spaces have been studied by several authors. WebApr 14, 2024 · We consider the spectral problem for the mixed local and nonlocal p-Laplace operator. We discuss the existence and regularity of eigenfunction of the associated Dirichlet (p, q)-eigenvalue problem in a bounded domain Ω ⊂ ℝ N under the assumption that 1 < p < ∞ and 1 < q < p ∗ where p ∗ = Np/ (N − p) if 1 < p < N and p ∗ = ∞ if ...
Weighted Composition Operators from the Bloch Spaces to
Web15:30-16:30 Lubos Pick, Charles Univ., Prague - Higher-order sharp continuous and compact embeddings of Sobolev spaces governed by the isoperimetric profile of the underlying … WebThe compactness is not important to you it appears but still interesting in it's own right. You can ignore all statements about compactness above if you don't understand them and just ... could you please introduce a minimal text to aid elementary understanding of Sobolev spaces, assuming a little knowledge (not solid) in measure and topology ... kentucky football transfer news
COMPACT TOEPLITZ OPERATORS PRODUCTS ON HARDY-SOBOLEV SPACES …
WebThis work mainly focuses on the continuity and analyticity for the generalized Benjamin–Ono (g-BO) equation. From the local well-posedness results for g-BO … WebIn this paper, we present a compactness embedding theorem of a subspace of a the Sobolev space W1;p(RN) into Ls(RN) spaces, formed by functions u(x;y) which are … WebNov 10, 2024 · Conference: Compactness in Sobolev spaces At: International Conference on Applied and Pure Mathematics (ICAPM 2024), Iasi, November 2-5, 2024. Project: Direct … isin no full form