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> Professor Kai Seng CHOU
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Professor CHOU Kai Seng
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CUHK Research Outputs
1 of 2
A symmetry result for an elliptic problem arising from the 2-D thin film equation
(
2017
)
Energy stability of droplets and dry spots in a thin film model of hanging drops
(
2017
)
A note on the Abresch-Langer conjecture
(
2014
)
A mountain pass scenario and heteroclinic orbits for thin-film type equations
(
2012
)
The curve shortening problem under Robin boundary condition
(
2012
)
ON HYPERBOLIC GAUSS CURVATURE FLOWS
(
2011
)
On Global Partial Regularity for Borderline Solutions of Semilinear Parabolic Problems
(
2010
)
On the stability of single and multiple droplets for equations of thin film type
(
2010
)
ESTIMATES ON THE HAUSDORFF DIMENSION OF THE RUPTURE SET OF A THIN FILM
(
2008
)
The L-p-Minkowski problem and the Minkowski problem in centroaffine geometry
(
2006
)
Motions of curves in similarity geometries and Burgers-mKdV hierarchies
(
2004
)
Motions of curves in similarity geometries and Burgers-mKdV hierarchies
(
2004
)
Optimal systems and group classification of (1+2)-dimensional heat equation
(
2004
)
A Blow-up Criterion for the Curve Shortening Flow by Surface Diffusion
(
2003
)
Integrable equations arising from motions of plane curves. II
(
2003
)
Geometric motions of surfaces and 2+1-dimensional integrable equations
(
2002
)
Integrable Equations and Motions of Plane Curves
(
2002
)
Integrable equations arising from motions of plane curves
(
2002
)
Integrable motions of space curves in affine geometry
(
2002
)
On a Modified Kuramoto-Sivashinsky Equation
(
2002
)
Optimal systems and invariant solutions for the curve shortening problem
(
2002
)
A note on optimal systems for the heat equation
(
2001
)
A variational theory of the Hessian equation
(
2001
)
On quasilinear parabolic equations which admit global solutions for initial data with unrestricted growth
(
2001
)
Self-similar solutions for the anisotropic affine curve shortening problem
(
2001
)
The Curve Shortening Flow - The Classical Approach
(
2001
)
The Curve Shortening Problem
(
2001
)
The KdV equation and motion of plane curves
(
2001
)
A logarithmic Gauss curvature flow and the Minkowski problem
(
2000
)
Asymptotics of Positive Solutions for a Biharmonic Equation Involving Critical Exponent
(
2000
)
On the uniqueness of stable ultimate shapes for the anisotropic curve-shortening problem
(
2000
)
Anisotropic flows for convex plane curves
(
1999
)
Symmetry groups and separation of variables of a class of nonlinear diffusion-convection equations
(
1999
)
An Integrability Condition for Monge-Ampere Equations on a Kahler Manifold
(
1998
)
Shortening complete plane curves
(
1998
)
On the absence of critical dimensions for the subelliptic Laplacian on the Heisenberg group
(
1997
)
Asymptotic behavior of solutions of Delta u+K(z)e(u)=0 in a punctured disc
(
1996
)
Critical dimension of a Hessian equation involving critical exponent and a related asymptotic result
(
1996
)
Entire solutions of the Monge-Ampere equation
(
1996
)
On the critical dimension of a semilinear degenerate elliptic equation involving critical Sobolev-Hardy exponent
(
1996
)
Dilation and Inversion for Qualitative Properties of Solutions of Semilinear Elliptic Equations
(
1995
)
Minkowski Problems for Complete Noncompact Convex Hypersurfaces
(
1995
)
SOME CONSTANCY RESULTS FOR NEMATIC LIQUID-CRYSTALS AND HARMONIC MAPS
(
1995
)
ABELIAN MINIMAL TRANSFORMATION SEMIGROUPS
(
1994
)
ASYMPTOTIC RADIAL SYMMETRY FOR SOLUTIONS OF DELTA-U+E(U)=0 IN A PUNCTURED DISC
(
1994
)
ON THE EXISTENCE OF 2 CONVEX HYPERSURFACES WITH PRESCRIBED K-TH MEAN CURVATURE
(
1994
)
AN OBSTACLE PROBLEM FOR THE MONGE-AMPERE EQUATION
(
1993
)
ON THE BEST CONSTANT FOR A WEIGHTED SOBOLEV-HARDY INEQUALITY
(
1993
)
A DIRECT METHOD APPROACH FOR THE EXISTENCE OF CONVEX HYPERSURFACES WITH PRESCRIBED GAUSS-KRONECKER CURVATURE
(
1992
)
NONLINEAR SYMMETRICAL POSITIVE SYSTEMS
(
1992
)
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