550 results on '"Lin, Chang-Shou"'
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102. Elliptic KdV potentials and conical metrics of positive constant curvature, I
103. When “blow-up” does not imply “concentration”: A detour from Brézis–Merle's result
104. New type of nontopological bubbling solutions in the SU(3) Chern–Simons model in [formula omitted]
105. The Existence of Non-Topological Solutions for a Skew-Symmetric Chern-Simons System
106. Convergence rate, location and [formula omitted] condition for fully bubbling solutions to [formula omitted] Toda systems
107. Uniqueness of topological solutions of self-dual Chern–Simons equation with collapsing vortices
108. Asymptotic analysis of solutions to a gauged [formula omitted] sigma model
109. Existence of mixed type solutions in the SU(3) Chern–Simons theory in R 2
110. ON TODA SYSTEM WITH CARTAN MATRIX G 2
111. Tropical atmospheric circulations with humidity effects
112. Segregated Vector Solutions for Linearly Coupled Nonlinear Schrödinger Systems
113. Resolution of Chern–Simons–Higgs Vortex Equations
114. Mixed Type Solutions of the S U ( 3 ) Models on a Torus
115. Uniqueness and solution structure of nonlinear equations arising from the Chern–Simons gauged [formula omitted] sigma models
116. Solutions to the master equations governing fractional vortices
117. Blow-up for a reaction–diffusion equation with variable coefficient
118. Removable singularity of positive solutions for a critical elliptic system with isolated singularity
119. Bubbling solutions for the Chern–Simons gauged O ( 3 ) sigma model on a torus
120. Isomonodromy Aspects of the tt* Equations of Cecotti and Vafa II: Riemann–Hilbert Problem
121. Self-Dual Symmetric Nontopological Solutions in the SU(3) Model in R 2
122. Asymptotic Symmetry and Local Behaviors of Solutions to a Class of Anisotropic Elliptic Equations
123. Elliptic functions, Green functions and the mean field equations on tori
124. Existence of self-dual non-topological solutions in the Chern–Simons Higgs model
125. Even solutions of some mean field equations at non-critical parameters on a flat torus
126. Existence and uniqueness for mean field equations on multiply connected domains at the critical parameter
127. On the Entire Radial Solutions of the Chern–Simons SU(3) System
128. Profile of bubbling solutions to a Liouville system
129. BLOWUP BEHAVIOR OF MEAN FIELD TYPE EQUATIONS
130. Uniqueness and structure of solutions to the Dirichlet problem for an elliptic system
131. A Counterexample to the Nodal Domain Conjecture and a Related Semilinear Equation
132. Existence of Bubbling Solutions for Chern–Simons Model on a Torus
133. Sharp estimates for fully bubbling solutions of a SU(3) Toda system
134. Exact number and non-degeneracy of critical points of multiple Green functions on rectangular tori
135. Spectrum of the Lamé operator and application, I: Deformation along Reτ=12
136. Classification and nondegeneracy of SU(n+1) Toda system with singular sources
137. A Nonlinear Elliptic PDE with Two Sobolev–Hardy Critical Exponents
138. Asymptotic behavior of SU(3) Toda system in a bounded domain
139. Liouville Systems of Mean Field Equations
140. Non-Abelian Multiple Vortices in Supersymmetric Field Theory
141. Asymptotic symmetry of singular solutions of semilinear elliptic equations
142. Variational justification of the dimensional-scaling method in chemical physics: the H-atom
143. On the Best Constant in the Moser-Onofri-Aubin Inequality
144. Minimizers of Caffarelli–Kohn–Nirenberg Inequalities with the Singularity on the Boundary
145. Bubbling Solutions for Relativistic Abelian Chern-Simons Model on a Torus
146. Uniqueness of Topological Solutions and the Structure of Solutions for the Chern-Simons System with Two Higgs Particles
147. Vortex Condensates for Relativistic Abelian Chern-Simons Model with Two Higgs Scalar Fields and Two Gauge Fields on a Torus
148. The geometry of generalized Lamé equation, III: One-to-one of the Riemann–Hilbert correspondence
149. Metrics with Positive constant curvature and modular differential equations
150. Application of the method of moving planes to conformally invariant equations
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