267 citations
- University of Notre DameUS8 papers
- Michigan State UniversityUS6 papers
- Massachusetts Institute of TechnologyUS5 papers
- Purdue University West LafayetteUS4 papers
- University of California, BerkeleyUS4 papers
- University of ZagrebHR4 papers
- Warsaw University of TechnologyPL4 papers
- California Institute of TechnologyUS3 papers
- Kent State UniversityUS3 papers
- University of MissouriUS3 papers
- University of OregonUS3 papers
- Argonne National LaboratoryUS2 papers
7 papers
On Estimates of Biharmonic Functions on Lipschitz and Convex Domains
Zhongwei Shen
Using Maz'ya type integral identities with power weights, we obtain new boundary estimates for biharmonic functions on Lipschitz and convex domains in . For , combined…
Necessary and Sufficient Conditions for the Solvability of the Dirichlet Problem On Lipschitz Domains
Zhongwei Shen
We study the homogeneous elliptic systems of order with real constant coefficients on Lipschitz domains in , . For any fixed , we show that a reverse Höld…
The variable phase method used to calculate and correct scattering lengths
H. Ouerdane, M. J. Jamieson, D. Vrinceanu +1
It is shown that the scattering length can be obtained by solving a Riccati equation derived from variable phase theory. Two methods of solving it are presented. The equation is us…
Pressure dependence of magnetic and superconducting transitions in sodium cobalt oxides NaxCoO2
Y. V. Sushko, O. B. Korneta, S. O. Leontsev +3
The results of DC magnetization measurements under hydrostatic (helium-gas) pressure are reported for an ambient pressure superconductor Na0.35CoO2.1.4D2O and its precursor compoun…
Computing minimal models, stable models and answer sets
Z. Lonc, M. Truszczynski
We propose and study algorithms to compute minimal models, stable models and answer sets of t-CNF theories, and normal and disjunctive t-programs. We are especially interested in a…
The Miura Map on the Line
Thomas Kappeler, Peter Perry, Mikhail Shubin +1
The Miura map (introduced by Miura) is a nonlinear map between function spaces which transforms smooth solutions of the modified Korteweg - de Vries equation (mKdV) to solutions of…