Matches in SemOpenAlex for { <https://semopenalex.org/work/W2101737492> ?p ?o ?g. }
Showing items 1 to 64 of
64
with 100 items per page.
- W2101737492 abstract "All solutions of a continuously perturbed Laplace-Beltrami equation in its angular coordinates in the open unit ball Bn+2 ⊂ ℝn+2, n ≥ 1, are characterized. Moreover, it is shown that such pertubations yield distributional boundary values which are different from, but algebraically and topologically equivalent to, the hyperfunctions of Lions & Magenes. This is different from the case of radially perturbed Laplace- Beltrami operators (cf. [7]) where one has stability of distributional boundary values under such pertubations." @default.
- W2101737492 created "2016-06-24" @default.
- W2101737492 creator A5077984951 @default.
- W2101737492 date "1999-01-01" @default.
- W2101737492 modified "2023-09-26" @default.
- W2101737492 title "On angularly perturbed Laplace equations in the unit ball and their distributional boundary values" @default.
- W2101737492 cites W1551083848 @default.
- W2101737492 cites W2004946903 @default.
- W2101737492 cites W2060328835 @default.
- W2101737492 cites W2909867091 @default.
- W2101737492 doi "https://doi.org/10.1007/978-1-4612-2236-1_21" @default.
- W2101737492 hasPublicationYear "1999" @default.
- W2101737492 type Work @default.
- W2101737492 sameAs 2101737492 @default.
- W2101737492 citedByCount "0" @default.
- W2101737492 crossrefType "book-chapter" @default.
- W2101737492 hasAuthorship W2101737492A5077984951 @default.
- W2101737492 hasConcept C122041747 @default.
- W2101737492 hasConcept C134306372 @default.
- W2101737492 hasConcept C182310444 @default.
- W2101737492 hasConcept C191948623 @default.
- W2101737492 hasConcept C194330524 @default.
- W2101737492 hasConcept C33923547 @default.
- W2101737492 hasConcept C60455284 @default.
- W2101737492 hasConcept C62354387 @default.
- W2101737492 hasConcept C70615421 @default.
- W2101737492 hasConcept C97937538 @default.
- W2101737492 hasConceptScore W2101737492C122041747 @default.
- W2101737492 hasConceptScore W2101737492C134306372 @default.
- W2101737492 hasConceptScore W2101737492C182310444 @default.
- W2101737492 hasConceptScore W2101737492C191948623 @default.
- W2101737492 hasConceptScore W2101737492C194330524 @default.
- W2101737492 hasConceptScore W2101737492C33923547 @default.
- W2101737492 hasConceptScore W2101737492C60455284 @default.
- W2101737492 hasConceptScore W2101737492C62354387 @default.
- W2101737492 hasConceptScore W2101737492C70615421 @default.
- W2101737492 hasConceptScore W2101737492C97937538 @default.
- W2101737492 hasLocation W21017374921 @default.
- W2101737492 hasOpenAccess W2101737492 @default.
- W2101737492 hasPrimaryLocation W21017374921 @default.
- W2101737492 hasRelatedWork W1763606621 @default.
- W2101737492 hasRelatedWork W1989956028 @default.
- W2101737492 hasRelatedWork W2002793994 @default.
- W2101737492 hasRelatedWork W2035362744 @default.
- W2101737492 hasRelatedWork W2044076457 @default.
- W2101737492 hasRelatedWork W2059369286 @default.
- W2101737492 hasRelatedWork W2131952857 @default.
- W2101737492 hasRelatedWork W2204290040 @default.
- W2101737492 hasRelatedWork W2222086116 @default.
- W2101737492 hasRelatedWork W2287162049 @default.
- W2101737492 hasRelatedWork W2337287968 @default.
- W2101737492 hasRelatedWork W2408957729 @default.
- W2101737492 hasRelatedWork W2905050460 @default.
- W2101737492 hasRelatedWork W2930086548 @default.
- W2101737492 hasRelatedWork W2950103974 @default.
- W2101737492 hasRelatedWork W2963610051 @default.
- W2101737492 hasRelatedWork W2964251094 @default.
- W2101737492 hasRelatedWork W2980881351 @default.
- W2101737492 hasRelatedWork W3100808991 @default.
- W2101737492 hasRelatedWork W996156142 @default.
- W2101737492 isParatext "false" @default.
- W2101737492 isRetracted "false" @default.
- W2101737492 magId "2101737492" @default.
- W2101737492 workType "book-chapter" @default.