Contents lists available at ScienceDirect (2009)
Baisheng Yan, Xinming Zhao, Zhengfang Zhou
www.elsevier.com/locate/jmaa Orbital stability of standing waves for semilinear wave equations
ORBITAL STABILITY OF STANDING WAVES FOR SEMILINEAR WAVE EQUATIONS WITH INDEFINITE ENERGY (2008)
Baisheng Yan, Xinming Zhao, Zhengfang Zhou
Abstract. The orbital stability of standing waves for semilinear wave equations is studied in the case that the energy is indefinite and the underlying space domain is bounded or a compact manifold...
(on leave from the University of California at Riverside) (2008)
Existence and uniqueness questions are treated for quantum fields on × S 1 satisfying the nonlinear Klein-Gordon equation (⊓ ⊔ + m 2)φ + λ:P ′ (φ):v = 0, where P is a given real polynomial,...
(on leave from the University of California at Riverside) (2007)
Existence and uniqueness questions are treated for quantum fields on \Theta S 1 satisfying the nonlinear Klein-Gordon equation (ut + m 2
The use of electrostatic forces to provide actuation is a method of central importance in microelectromechanical system (MEMS) and in nanoelectromechanical systems (NEMS). Here, we study the...
Stability of weakly almost conformal mappings (1998)
We prove a stability of weakly almost conformal mappings in W 1,p (Ω; R n) for p not too far below the dimension n by studying the W 1,p-quasiconvex hull of the set Cn of conformal matrices. The...