Speakers: Dr Lei Wang, Prof Ian Manchester. Title: Recent work accepted for CDC II. ... Bios:. Lei Wang obtained his Ph.D. from Zhejiang University, China in 2016.
LINEAR PARABOLIC EQUATION WITH DIRICHLET WHITE NOISEBOUNDARY CONDITIONS. BEN GOLDYS AND SZYMON PESZAT. Abstract. We study inhomogeneous Dirichlet boundary value problems associated toa linear parabolic equation dudt = Au with strongly elliptic
Zealand) Neil Trudinger (Australian National University, UOW, Australia) Jérôme Vétois (McGill University, Canada) Kelei Wang (Wuhan University, China) Xu-Jia Wang (Australian National University, Australia) Zhitao Zhang (Chinese Academy of
SHARP EXISTENCE AND CLASSIFICATION RESULTS FOR NONLINEAR. ELLIPTIC EQUATIONS IN RN {0} WITH HARDY POTENTIAL. FLORICA C. CÎRSTEA AND MARIA FĂRCĂŞEANU. Abstract. For N 3, by the seminal paper of Brezis and Véron (Arch. Rational Mech.
For a different approach, we refer to Trudinger–Wang [45, 46]. The properties of the fundamental solutions of elliptic equations and their construc-tions have been investigated in many contexts.
ENUMERATION OFSTRENGTH 3 MIXED ORTHOGONAL ARRAYS. SCOTT H. MURRAY AND MAN V. M. NGUYEN. Abstract. We introduce methods for enumerating mixed orthogonal arraysof strength 3. We determine almost all mixed orthogonal arrays of strength 3with run size