Kim, Panki - Department of Mathematical Sciences, Seoul National University

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Kim, Panki - Department of Mathematical Sciences, Seoul National University

TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
Intrinsic Ultracontractivity for Non-symmetric Levy Department of Mathematics
Global Heat Kernel Estimates for + /2 in Half-space-like domains
Notes on Heat Kernel Estimates and Parabolic Harnack Inequality for Jump Processes on Metric Measure Spaces
LlogL condition for superdiffusions and branching diffusions School of Mathematical Sciences
Submitted to the Annals of Probability SHARP HEAT KERNEL ESTIMATES FOR RELATIVISTIC
http://www.math.snu.ac.kr/~pkim/2ICSAA.html Organizing Committee
DOI 10.4171/JEMS/231 J. Eur. Math. Soc. 12, 13071329 c European Mathematical Society 2010
Dirichlet Heat Kernel Estimates for /2 Zhen-Qing Chen
Green Function Estimates for Relativistic Stable Processes in Half-space-like Open Sets
INTRINSIC ULTRACONTRACTIVITY OF NON-SYMMETRIC DIFFUSION SEMIGROUPS IN BOUNDED DOMAINS
On harmonic functions for trace processes Department of Mathematics and Research Institute of Mathematics
Boundary Harnack principle for + /2 Zhen-Qing Chen
Sharp Green Function Estimates for + /2 and Their Applications
Heat Kernel Estimate for + /2 Zhen-Qing Chen
Two-sided estimates on Dirichlet heat kernels for time-dependent parabolic operators with singular drifts
International Workshop on Probability Theory
On pathwise uniqueness of stochastic differential equations with Levy noise
College of Humanities College of Humanities
Rodrigo BauelosRodrigo Bauelos, Purdue University, USA, Purdue University, USA Krzysztof BogdanKrzysztof Bogdan, Wroclaw University of Technology, Poland, Wroclaw University of Technology, Poland
Global Heat Kernel Estimates for Relativistic Stable Processes in Half-space-like Open Sets
2nd International Conference on Stochastic Analysis and its Applications
Sharp estimates on the Green functions of perturbations of subordinate Brownian motions in bounded -fat open sets
Sharp Green Function Estimates for + /2 and Their Applications
Dirichlet Heat Kernel Estimates for /2 Zhen-Qing Chen
Discrete Approximation of Symmetric Jump Processes on Metric Measure Spaces
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY