The Hardy-Rellich Inequality for . . . (1999)

Cached

Download Links

by M. P. Owen
Venue:PROC. ROY. SOC. EDINBURGH SECT. A

Active Bibliography

15 Explicit Constants for Rellich Inequalities in ... – E. B. Davies, A. M. Hinz, Boundary Let C - 1997
13 L p spectral theory of higher-order elliptic differential operators – E. B. Davies - 1997
unknown title – Luisa Moschini, Achilles Tertikas - 2006
Optimal Sobolev and Hardy-Rellich constants under Navier boundary conditions – Hans-christoph Grunau, Guido Sweers
2005:45|issn: 1402-1757|isrn: ltu-lic-- 05 ⁄45-- seWeight Characterizations of Discrete Hardy and Carleman Type Inequalities – Christopher Adjei Okpoti, Christopher A. Okpoti - 2005
9 A review of Hardy inequalities – E. B. Davies - 1999
4 Essential self-adjointness of Schrödinger type operators on manifolds – Maxim Braverman, Ognjen Milatovic, Mikhail Shubin, Theorems Of E. C. Titchmarsh - 2002
1 L p-THEORY FOR ELLIPTIC OPERATORS ON R d WITH SINGULAR COEFFICIENTS – Giorgio Metafune, Diego Pallara, Jan Prüss, Roland Schnaubelt
2 A geometrical version of Hardy's inequality for ... – Jesper Tidblom
14 ASYMPTOTICS OF THE FAST DIFFUSION EQUATION VIA ENTROPY ESTIMATES – Adrien Blanchet, Matteo Bonforte, Jean Dolbeault, Gabriele Grillo, Juan, Luis V Ázquez
Kernel Operators with Variable Intervals of Integration IN LEBESGUE SPACES AND APPLICATIONS – Vladimir D. Stepanov, Elena P. Ushakova - 2008
Many Particle Hardy Inequalities – M. Hoffmann-Ostenhof , T. Hoffmann-Ostenhof, A. Laptev, J. Tidblom - 2007
M. Hoffmann-Ostenhof 1 T. Hoffmann-Ostenhof 2,3 – A. Laptev, J. Tidblom, Fakultät Für Mathematik, Universität Wien, Universität Wien - 2008
POINTWISE HARDY INEQUALITIES – Communicated Theodore W. Gamelin
unknown title – Horst R. Beyer - 2008
equation in the background – Horst R. Beyer, Irina Craciun - 2008
2 Spectral stability of the Neumann Laplacian – V. I. Burenkov, E. B. Davies
2 FRACTIONAL CAUCHY PROBLEMS ON BOUNDED DOMAINS – Mark M. Meerschaert, Erkan Nane, P. Vellaisamy - 2009
3 Discreteness of the Spectrum for Some Differential Operators With Unbounded Coefficients in R^n – G. Metafune, D. Pallara