Markov processes
with jump kernels decaying at the boundary, Probability
Seminar, University of Illinois at
Urbana-Champaign, Feb. 20, 2024
Markov processes
with jump kernels decaying at the boundary, Probability
Seminar, National Chung Hsing University,
January 26, 2024
Markov processes
with jump kernels decaying at the boundary, Probability
Seminar, Sichuan University, Chengdu, China, Dec 22,
2023
Markov processes
with jump kernels decaying at the boundary, Analysis
Seminar, KIAS, Dec 13, 2023
Heat kernel estimates for Dirichlet
forms degenerate at the boundary, Homogenization
and/or non-local operators, Sapporo, Hokkaido, Japan, August 7 ~
August 11, 2023
Potential
theory of Dirichlet forms with jump
kernels blowing up at the boundary,
18th International Workshop on Markov
Processes and Related Topics, Tianjin
University, Tianjin, China, July 30~
August 2, 2023
Potential theory of Dirichlet forms with jump kernels blowing
up at the boundary, 2023 Spring Probability Workshop, Room 515,
Cosmology Building in National Taiwan University, Taipei,
Taiwan, May 5~6, 2023
Potential theory of Dirichlet forms with jump kernels blowing
up at the boundary, 10th Bielefeld-SNU Joint Workshop in
Mathematics, Bielefeld University, Feb 24, 2023
Heat kernel estimates for Dirichlet forms degenerate at the
boundary, Probability Seminar, Kansai University, Japan,
January 28, 2023
Heat kernel upper bounds for symmetric Markov semigroups,
Probability Workshop in Korea 2022, High1 Resort, Mountain
Condominium, December 18, 2022
Heat kernel estimates for Dirichlet forms degenerate at the
boundary, International Symposium on Applied Mathematics and
Statistics, Department of Applied Mathematics, National Chung
Hsing University, December 15, 2022
Potential theory of Dirichlet forms with jump kernels blowing
up at the boundary, 2022 Global KMS International Conference,
October 19, Korea Institute of Science and Technology Center,
South Korea
Positive self-similar Markov processes obtained by
resurrection, Workshop on Mathematical Physics and
Probability:Theory and Application, August 8-10, KIAS, South
Korea
Potential
theory of Markov processes with jump kernels
degenerating at the boundary,
The 42nd conference
on Stochastic Processes and their Applications, 28 June
2022, Wuhan, China.
Sharp two-sided green function estimates for
Dirichlet forms degenerate at the boundary,7th
CROATIAN MATHEMATICAL CONGRESS, June 15, 2022,
Split, Croatia
Non-local
Operators Whose Kernels Degenerate at the Boundary, KMS
Probability Workshop, KAIST, South Korea, Feburary 23,
2022(online)
Heat kernel
estimates and their stabilities for symmetric jump processes:
stable and beyond, Probability Seminar, University of
Illinois at Urbana-Champaign, Nov 30, 2021
Jump processes: stable and beyond, Colloquium in Mathematics,
STOCHASTIC ANALYSIS AND APPLICATION RESEARCH CENTER
, KAIST, Korea, November 17, 2021 (online)
Non-local
Operators Whose Kernels Degenerate at the Boundary, Workshop on
Stochastic Analysis and PDE, STOCHASTIC ANALYSIS
AND APPLICATION RESEARCH CENTER, KAIST, Korea, November 4,
2021 (online)
Heat kernel upper bounds for symmetric Markov semigroups,
Probability Seminar, University of Zagreb, Croatia, October 12,
2021
Jump processes: stable and beyond, Colloquium in Mathematics,
Postech, Korea, September 17, 2021 (online)
Green function estimates and Boundary Harnack principles for
non-local operators whose kernels degenerate at the boundary,
10th International Conference on Stochastic Analysis and its
Applications,
Kyoto University, Japan, September 10, 2021 (online)
Heat kernel upper bounds for symmetric Markov semigroups,
Probability Seminar, University of Illinois at Urbana-Champaign,
August 24, 2021
Green function estimates and Boundary Harnack principles for
non-local operators whose kernels degenerate at the boundary,
Bernoulli-IMS 10th World Congress in Probability and Statistics,
IMS Annual Meeting, Seoul national University, Seoul, South
Korea, July 20, 2021 (online)
Heat kernel upper bounds for symmetric Markov semigroups, 2021
KMS Spring Meeting, April 30. 2021 (online)
Green function estimates and Boundary Harnack principles for
non-local operators whose kernels degenerate at the
boundary, the 14th SNU-HU Symposium of
Mathematics, November 13, 2020 (online)
Introduction to jump process, Kias,
Aug 24-28, 2020 (online)
Estimates on transition densities of subordinators with
jumping density decaying in mixed polynomial
orders, Non-local operators, probability and singularities,
July 21, 2020 (online)
Estimates on transition densities of subordinators with
jumping density decaying in mixed polynomial order, 8th
Bielefeld-SNU Joint Workshop in Mathematics,
Bielefeld University, Feb 24-Feb 26, 2020
Estimates on transition densities of subordinators with
jumping density decaying in mixed polynomial orders, Probability
Seminar, Department of Mathematics, University of Zagreb,
Croatia, Feb. 20, 2020.
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths on metric measure space,
Probability Seminar, Fukuoka University, Jan 15, 2020
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths on metric measure space,
Probability Seminar, Sichuan University, China, Jan 4, 2020
On the potential theory of jump processes in open sets.
Probability Seminar, Department of mathematics, Shanghai Jiao
Tong university, China, August 16, 2019
Heat kernel estimates and their stabilities for symmetric jump
processes with general mixed polynomial growths on metric
measure spaces, 15th International Workshop on Markov Processes
and Related Topics, Jilin University, China, July 11-15, 2019
Boundary potential theory for jump process: stable and beyond,
Probability,
Analysis, and Applications, Workshop on the occasion of
the 60th birthday of Professors Hrvoje �ikić and Zoran
Vondraček, June 12-14, 2019
Heat kernel estimates and their stabilities for symmetric jump
processes with general mixed polynomial growths on metric
measure spaces, 4th
Probability and Analysis 2019, Bedlewo, Poland,
20-24 May 2019
Heat kernel estimates for time fractional equations,
Probability Seminar, University of Macau, Macau, Jan 14,
2019.
Generalized Time Fractional Poisson Equations: Representations
and Estimates,
Probability Seminar, Academia Sinica, Taipei, Taiwan, Dec 26,
2018.
Generalized Time Fractional Poisson Equations: Representations
and Estimates, Non standard diffusions in fluids, kinetic
equations and probability, CIRM, Marseille, France, December
10-14, 2018
Poisson equation of general fractional time derivative,
The 13th HU and SNU Symposium on Mathematics, Hokkaido
University, November 8--9, 2018
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, 9th International Conference
on Stochastic Analysis and its Applications, Bielefeld, Germany,
Sept. 3-7, 2018
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, 14th Workshop on Markov Processes and Related Topics,
Sichuan University, Chengdu, July
16-20, 2018
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, Probability Seminar,
Department of Mathematics, University of Zagreb, Croatia,
June 12, 2018,
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, Colloquium in Mathematics,
National Taiwan Normal University, June 6, 2018, Taipei, Taiwan
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, 2018
Spring Probability Workshop, June 4 - 8, 2018, Institute
of Mathematics, Academia Sinica, Taipei, Taiwan
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, Probability Seminar,
Department of Mathematics, Purdue University, April 25,
2018
Estimates of Dirichlet heat kernel for subordinate Brownian
motions, Probability Seminar, Department of Mathematics,
University of Illinois, April 24, 2018
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, Probability Seminar,
Department of Mathematics, University of Washington, USA, April
16, 2018.
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, Kansai Probability Seminar,
Department of Mathematics, Kyoto University, Japan,
January 26, 2018.
Heat kernel estimates for symmetric jump processes with
general mixed polynomial growths, Probability Seminar, Fudan
University, Shanghai, January 11, 2018,
Boundary theory of subordinate killed L\'evy processes,
Probability Seminar, January 9, 2018, Department of mathematics,
Shanghai Jiao Tong university, China
Boundary theory of subordinate killed L\'evy processes,
Tokyo-Seoul Conference in Mathematics-Probability Theory, Dec.
9, 2017, University of Tokyo, Japan.
Boundary theory of subordinate killed L\'evy processes,
Dirichlet Forms and Stochastic Analysis, November 3-4,
2017, Kansai University, Senriyama Campus.
Boundary theory of subordinate killed L\'evy processes, BIRS
Workshop on Stochastic Analysis and its Applications, Banff,
Canada, October 22-27, 2017
Heat kernel estimates for time fractional equations,
Probability Seminar, Oct. 20, 2017, University of California at
Irvine, USA
Heat kernel estimates for time fractional equations, 11th KMS
Probability Workshop, Postech, Sept. 22-23, 2017
Intrinsic Ultracontractivity of Symmetric Jump Processes on
Unbounded Domains, Recent Progress in Probability Theory
and Its Applications, Hokkaido University, July 28, 2017
Intrinsic Ultracontractivity of Symmetric Jump Processes on
Unbounded Domains, The 13th International Workshop on Markov
Processes and Related Topics, Wuhan University, China, July
17-21, 2017
Intrinsic Ultracontractivity of Symmetric Jump Processes on
Unbounded Domains , Probability and Analysis, Będlewo,
Poland, May 15-19, 2017.
Intrinsic Ultracontractivity of Symmetric Jump Processes on
Unbounded Domains , 2017 Spring Probability Workshop in Taiwan,
the Institute of Mathematics, Academia Sinica, Taiwan,
March 6-8, 2017.
Estimates of Dirichlet heat kernel for subordinate Brownian
motions,
Extended Kansai Probability Seminar, Department of Mathematics,
Kyoto University, Japan, January 27, 2017.
Potential theory of subordinate killed Brownian motion,
Workshop "Markov processes and related topics", Tokushima city
in Japan (Shikoku region), January 6-8, 2017.
Potential theory of subordinate killed Brownian motion, Annual
meeting of Probability in Japan, RIMS, Kyoto
University,Japan, December 19-22, 2016
Potential theory of subordinate killed Brownian motion,
Probability Workshop in Fuzhou, Fujian Province China,
December 10-11, 20016
Estimates of Dirichlet heat kernel for subordinate Brownian
motions, The 12th HU and SNU Symposium on Mathematics, Hokkaido
University, December 5-6, 2016.
Estimates of Dirichlet heat kernel for subordinate Brownian
motions, International Symposium on Probability Theory and
Related Fields, SUSTech, China, November 27-29, 2016.
Estimates of Dirichlet heat kernel for subordinate Brownian
motions, Workshop on Dirichlet forms and Stochastic Analysis,
Kansai University, November 12, 2016.
Estimates of Dirichlet heat kernel for subordinate Brownian
motions, Stochastic Partial Differential Equations and Related
Fields, Bielefeld University, October 10-14, 2016
Dirichlet heat kernel estimates for symmetric L\' evy
processes, The 8th International Conference on Levy Processes,
Bon Pasteur, Angers, France, from July 25 to 29, 2016.
Asymptotical properties of distributions of isotropic L\' evy
processes, The 7th Pacific RIM Conference on Mathematics 2016
(Sangsan Mathematical Science Bldg, Seoul National Univ.), June
27~ July 1, 2016,
Estimates of Dirichlet heat kernel for symmetric Markov
processes, Probability Seminar, June 21, 2016, Beijing normal
University, Beijing, China
Asymptotical properties of distributions of isotropic L\' evy
processes, Probability Seminar, June 20, 2016, Beijing
University of Technology, Beijing, China
Asymptotical properties of distributions of isotropic L\' evy
processes, the 8th International Conference on Stochastic
Analysis and Its Applications, June 13th - June 17th 2016,
Beijing, China
Convergence of harmonic functions and Martin boundary at
infinity for Feller processes in metric measure spaces, 2016 KMS
Spring Meeting, Sungkyunkwan University 2016
Factorization of harmonic functions and Martin boundary for
non-local operators in metric measure spaces, Korea Institute
for Advanced Study, March 16,2016
Factorization of harmonic functions and Martin boundary at
infinity for Feller processes, 2016 Spring Probability
Workshop, Institute of Mathematics, Academia Sinica, March 7-9,
2016
Estimates of Dirichlet heat kernel for symmetric Markov
processes, 4th Bielefeld-SNU Joint Workshop in Mathematics,
Bielefeld University, Germany, Feb. 23-24, 2016
Estimates of Dirichlet heat kernel for symmetric Markov
processes, Colloquium in Mathematics, Department of
Mathematics, University of Zagreb, Croatia, Feb 17, 2016
Estimates of Dirichlet heat kernel for symmetric Markov
processes, Probability Seminar, Department of Mathematics,
University of Illinois, Jan 26, 2016
Estimates of Dirichlet heat kernel for symmetric Markov
processes, Probability Seminar, Department of Mathematics,
University of Southern California, Jan 22, 2016
Estimates of Dirichlet heat kernel for symmetric Markov
processes, Probability Seminar, Department of Mathematics,
Fujian Normal University, Jan 8, 2016
Scale invariant boundary Harnack principle at infinity for
Feller processes, Workshop of Probability Theory with
Applications, University of Macau, Macau, Dec 19, 2015.
On Potential theory of Subordinate Brownian motion: stable and
beyond, Institute of Applied Mathematics, Academy of Mathematics
and Systems Science, Chinese Academy of Sciences, China, Dec.
16, 2015,
Estimates of Dirichlet heat kernel for symmetric Markov
processes, Probability Seminar, Department of
Mathematics,, Beijing Institute of Technology, China,
Dec. 15, 2015,
On Potential theory of Subordinate Brownian motion: stable and
beyond, Probability Seminar, Department of Mathematics,, Nankai
University, China, Dec. 14, 2015,
Estimates of Dirichlet heat kernel for symmetric Markov
processes, 9th KMS Probability Workshop, KAIST, Dec. 4, 2015
Estimates of Dirichlet heat kernel for symmetric Markov
processes, 10th HU and SNU Symposium on Mathematics, Seoul
National University, Nov. 27, 2015.
Minimal thinness for jump processes,
the International Conference on Stochastic Analysis and Related
Topics, the School of Mathematics and Statistics of Wuhan
University August 3--8, 2015.
Laws of the iterated logarithm for symmetric jump processes,
Probability Seminar, Department of Mathematics, University of
Zagreb, Croatia, June 29, 2015
Laws of the iterated logarithm for symmetric jump processes,
Colloquium in Mathematics, Korea University, Korea, June 12,
2015
Laws of the iterated logarithm for symmetric jump processes,
The conference Probability and Analysis, The Research and
Conference Center in Będlewo, Poland, May 2, 2015
Laws of the iterated logarithm for symmetric jump
processes, KMS Spring meeting 2015, Busan National
University, Korea, April 24, 2015
Hardy (in)equalities for semigroups, Probability Seminar
at Kyoto University, Japan, April 17, 2015
Hardy (in)equalities for semigroups, Unist, Korea, April
2, 2015
Fractional time stochastic partial differential equations,
Probability Seminar, University of Illinois at Urbana-Champaign.
Feb. 3, 2015
Fractional time stochastic partial differential equations,
Workshop on Probability at Kansai University, Japan, Jan.
31, 2015
Fractional time stochastic partial differential equations,
Probability Seminar, Academia Sinica, Taipei, Taiwan, Jan.
23, 2015
Global Dirichlet Heat Kernel Estimates for Symmetric Levy
Processes in Half-space, 2015 East Asian Doctoral Forum on Math,
Taipei, Taiwan, National Taiwan University, Jan. 19, 2015
Fractional time stochastic partial differential equations,
Probability Seminar, National University of Singapore,
Jan. 15, 2015
Fractional time stochastic partial differential equations,
International Workshop on SPDEs and Related Topics, Xuzhou,
China, December 19-22, 2014.
Global Dirichlet Heat Kernel Estimates for Symmetric Levy
Processes in Half-space, Probability Seminar, Kyoto University,
Japan, Dec 5, 2014
Global Dirichlet Heat Kernel Estimates for Symmetric Levy
Processes in Half-space, The 10th HU and SNU Symposium on
Mathematics, Hokkaido University, Nov. 28, 2014.
Global Dirichlet Heat Kernel Estimates for Symmetric Levy
Processes in Half-space, Dirichlet Form Theory and its
Applications, the Mathematisches Forschungsinstitut Oberwolfach,
19-25 October, 2014
On Potential theory of Subordinate Brownian motion : Stable
and Beyond, China-Germany Conference on Stochastic Analysis,
University of Science and Technology of China, Hefei, China,
September 22-27, 2014
Minimal thinness with respect to symmetric Levy processes, An
International Conference on Stochastic Processes, Analysis and
Mathematical Physics, Kansai University, Osaka, Japan, August
25-29, 2014.
Minimal thinness with respect to symmetric Levy processes,
Joint Meeting between the IMS and Australian Statistical
Conference, Sydney, Australia, July 7, 2014.
On Potential theory of Subordinate Brownian motion : Stable
and Beyond, KMS Spring meeting 2014, Gangneung-Wonju National
University, Gangneung Campus, April. 25, 2014
Parabolic Littlewood-Paley inequality for $\phi(-\Delta)$-type
operators and applications to Stochastic integro-differential
equations,The second Bielefeld-SNU Joint Workshop in
Mathematics, Feb. 24--26, 2014, Bielefeld
University, Germany
Parabolic Littlewood-Paley inequality for $\phi(-\Delta)$-type
operators and applications to Stochastic integro-differential
equations, Probability Seminar, Department of Mathematics,
University of Washington, USA, Nov. 25, 2013.
Parabolic Littlewood-Paley inequality for $\phi(-\Delta)$-type
operators and applications to Stochastic integro-differential
equations, Probability Seminar, Department of Mathematics,
University of Utah, USA, Nov. 1, 2013.
Parabolic Littlewood-Paley inequality for $\phi(-\Delta)$-type
operators and applications to Stochastic integro-differential
equations, Probability Seminar, Department of Mathematics,
Wroclaw University of Technology, Poland, October 18,
2013.
Parabolic Littlewood-Paley inequality for $\phi(-\Delta)$-type
operators and applications to Stochastic integro-differential
equations, Probability Seminar, Department of Mathematics,
University of Zagreb, Croatia, October 15, 2013.
C:/Documents and
Settings/Administrator/Desktop/Workshop/Workshop
Program/Workshop Program.dvi
On estimate on the
transition densities of symmetric Markov processes,
1st Bielefeld-SNU Joint Workshop, SNU, October 2, 2013.
Estimates on the transition densities of symmetric
Markov processes dominated by stable-like processes in
$C^{1,\gamma}$ open sets, Probability Seminar, Department of
Mathematics, University of Illinois, August 27, 2013
Dirichlet Heat Kernel Estimates for Symmetric Markov processes
dominated by stable like processes in C^{1, \gamma}-open sets,
36th Conference on Stochastic Processes and Their
Applications, Boulder, Colorado USA July 30,
2013.
On potential theory of subordinate Brownian motion in
unbounded sets, The Asian Mathematical Conference 2013(AMC
2013), BEXCO, Busan, Korea, July1, 2013
Parabolic Littlewood-Paley inequality for $\phi(-\Delta)$-type
operators and applications to Stochastic integro-differential
equations, The Second Pacific Rim Mathematical Association
(PRIMA) Congress, Shanghai Jiao Tong University in China, June
27, 2013.
Estimates of transition densities for jump processes, 2nd
Workshop on Probability Theory and its Applications, KIAS, June
5, 2013
Boundary Harnack principle and Martin boundary at infinity for
subordinate Brownian motions, Department of Mathematics,
Probability Seminar, University of Washington, February 25, 2013
On potential theory of subordinate Brownian motion in
unbounded sets, International Workshop on Potential Theory,
Sapporo, February 4, 2013
On Green function of subordinate Brownian motion, 6th
International Conference on Stochastic Analysis and Its
Applications, Będlewo, Poland, Sept 11th 2012
An $L_p$-theory of Stochastic PDEs with random fractional
Laplacian operator, Beijing University of Technology, Aug.
7th, 2012
An $L_p$-theory of Stochastic PDEs with random fractional
Laplacian operator, Nonlocal Operators: Analysis, Probability,
Geometry and Applications, Bielefeld University, July
13th, 2012
Probabilistic potential theory for jump processes and heat
kernel estimates, Spring School in Probability, the
Inter-University Center in Dubrovnik, Croatia, April 23-27, 2012
Dirichlet Heat kernel estimates for relativistic stable
processes, Probability seminar, Kansai University, Japan,
Feb. 11, 2012
On Green function of subordinate Brownian motion, Extended
Kansai Probability seminar, Kyoto University, Japan, Feb. 10,
2012
Dirichlet Heat kernel estimates for non-local operators,
National Taiwan Normal University, Taiwan, Dec. 14, 2011
Two-sided Green function estimates for killed subordinate
Brownian motions, Academia Sinica, Taiwan, Dec. 12, 2011
Global Heat Kernel Estimates for Symmetric Markov
Processes, Chinese Math. Society annual meeting, Taiwan,
Dec. 10, 2011
Heat Kernel estimate for discontinuous symmetric Markov
processes in Euclidean spaces, Probability Seminar, National
University of Singapore, November 25, 2011
Oscillation of unbounded harmonic functions for subordinate
Brownian motion and its applications, Foundation of Stochastic
Analysis, Banff, Canada, Sept 19-23, 2011
Behavior of Heat Kernel for Jump Processes, 5th
International
Conference
on
Stochastic
Analysis
and
its
Applications,
University
of Bonn, Germany. Sept. 5-9, 2011
Two-sided Green function estimates for killed subordinate
Brownian motions, Bielefeld University. Feb. 18, 2011
Dirichlet Heat kernel estimates for non-local operators,
Croatian Mathematical Society colloquium, Croatia, Feb. 9, 2011
Perturbation of Dirichlet heat kernel for nonlocal operator,
Beijing Institute of Technology, China, Dec. 28, 2010
Two-sided Green function estimates for killed subordinate
Brownian motions, Peking University. Dec. 27, 2010
Convergence of Probability, Ewha Institute for Mathematical
Science Probability & Statistics Mini-Workshop, Dec. 15,
2010
Global Heat Kernel Estimates for Symmetric Jump Processes,
Chungbuk University, Nov. 12, 2010
Perturbation of Dirichlet heat kernel for nonlocal operator,
Nonlocal Operator and its Applications, KIAS, Nov. 5, 2010
Global Heat Kernel Estimates for Symmetric Jump Processes,
Yonsei University, Oct. 8, 2010
Stability of Dirichlet heat kernel estimates for non-local
operators under Feynman-Kac perturbation, Fourth International
Conference on Stochastic Analysis and Its Applications, Kansai
University, Osaka, Japan, Aug. 30 - Sep. 3, 2010.
Global Heat Kernel Estimates for Symmetric Jump Processes,
6th Cornell Probability Summer school, Cornell University,
USA, July. 19-30, 2010
Global Heat Kernel Estimates for Symmetric Jump Processes, The
Seminar on Stochastic Processes 2010 at the University of
Central Florida in Orlando March 11-13, 2010.
Global Heat Kernel Estimates for Symmetric Jump Processes,
Department of Mathematics, Probability Seminar, Department of
Mathematics, University of Illinois, USA, Jan. 26, 2010
Behavior of Heat Kernel for Jump Processes, Department of
Mathematics, Probability Seminar, The University of British
Columbia, Canada, Jan. 13, 2010
Global Heat Kernel Estimates for Symmetric Jump Processes,
Department of Mathematics, Probability Seminar, University of
Washington, Jan. 11, 2010
The boundary Harnack principle of the independent sum of
Brownian motion and symmetric stable process, Probability
Seminar, Department of Mathematics, UCIrvine, USA, Nov. 3,
2009
The boundary Harnack principle of the independent sum of
Brownian motion and symmetric stable process, Probability
Seminar, Department of Mathematics, Purdue University, USA, Nov.
3, 2009
The boundary Harnack principle of the independent sum of
Brownian motion and symmetric stable process, Probability
Seminar, Department of Mathematics, University of
Illinois, USA, October 20, 2009
Estimates of transition densities for killed Levy processes on
smooth open sets. Third International Conference on Stochastic
Analysis and Its
Applications, Beijing Institute of Technology, July 13-17, 2009
The behavior of parabolic functions for fractional Laplacian
on non-smooth open sets, RIMS workshop: Stochastic Analysis of
Jump Processes and Related Topics, Kyoto University, July 9,
2009
The boundary Haranck principle of the independent sum of
Brownian motion and symmetric stable process, Analysis Seminar,
Department of Mathematics, Tohoku University July 6, 2009
The boundary Haranck principle of the independent sum of
Brownian motion and symmetric stable process, Kansai Probability
Seminar, Department of Mathematics, Kyoto University (RIMS),
June 26, 2009
Transition density estimates for jump processes in domains,
3nd KMS Probability Workshop, Kangwon University, June 12, 2009
Heat kernel estimates for Dirichlet fractional Laplacian,
KSIAM, Seoul National University, May 29, 2009
Heat kernel estimates for Dirichlet fractional Laplacian, KMS
meeting, Aju University, April 25, 2009
Introduction to Heavy-tailed processes, Hanyang University,
April 2, 2009
Behavior of Heat Kernel for Jump Process, Probability Seminar,
Department of Mathematics, University of Illinois, Feb. 10, 2009
Potential theory of one-dimensional subordinate Brownian
motions with continuous components, Probability Seminar,
Department of Mathematics, University of Washington, Feb. 2,
2009
Heat kernel estimates for Dirichlet fractional Laplacian,
Probability Seminar, Department of Mathematics, UCIrvine, Jan.
20, 2009
Heat kernel estimates for Dirichlet fractional Laplacian,
AMS-CMS Joint meeting, Fudan University, Shanghai, Dec 17, 2008.
Heat kernel estimates for Dirichlet fractional Laplacian,
Workshop on Markov processes and applications, University of
Hyogo, Kobe Campus, Oct 18, 2008
Boundary Harnack Principle for Levy processes, Academy of
Mathematics and Systems Science, Chinese Academy of Sciences,
June 27, 2008
Weighted Poincar\'e Inequality and Heat Kernel Estimates for
Finite Range Jump Processes, Beijing Institute of Technology,
June 17, 2008
Heat Kernel Estimates for Finite Range Jump Processes, 2nd KMS
Probability & Statistics Workshop, Korea University, June
13, 2008
Non-symmetric diffusions with measure-valued drifts and
potentials, and Its Intrinsic ultracontractivity, 2008
NIMS Probability Workshop, National Institute for Mathematical
Sciences, June 12, 2008
Weighted Poincar\'e Inequality and Heat Kernel Estimates for
Finite Range Jump Processes, POSTECH, May 9, 2008
Boundary Harnack Principle for Levy Processes, KMS meeting,
Keimyung University, April 26, 2008
Weighted Poincar\'e Inequality and Heat Kernel Estimates for
Finite Range Jump Processes, Ajou University, April 18, 2008
Introduction to Heavy-tailed processes, KonKuk University,
April 4, 2008
Boundary Harnack Principle for Subordinate Brownian Motions,
Recent Topics in Markov Processes and Dirichlet Forms, Kumamoto
University, Japan, Feb. 16,2008
Heat Kernel Estimates for Truncated Stable-like
Processes and Weighted Poincar\'e Inequality, RIMS-SNU Joint
Symposium, Kyoto University, Japan, Feb. 12, 2008
Weighted Poincar\'e Inequality and Heat Kernel Estimates for
Finite Range Jump Processes, Probability Seminar, Department of
Mathematics, University of Illinois, Jan. 30, 2008
Boundary Harnack Principle for Subordinate Brownian Motions,
Probability Seminar, Department of Mathematics, University of
Washington, Jan. 23, 2008
Non-symmetric Diffusions with Measure-valued Drifts and
Potentials, KSIAM 2007 Annual Meeting. Nov 23-24, 2007
Truncated stable processes, Inha University, Nov 16, 2007
Generalized 3G theorem and application to relativistic stable
process on non-smooth open sets, KMS meeting, Oct. 20, 2007
Intrinsic Ultracontractivity for Non-symmetric Levy Processes,
Yonsei University, Oct. 18, 2007
Boundary behavior of harmonic functions for truncated stable
processes, 32nd Conference on stochastic Processes and their
Applications (SPA 07), August 5-11, 2007, University of Illinois
at Urbana-Champaign.
Intrinsic Ultracontractivity for Non-symmetric Levy Processes,
the Fifth Workshop on Markov Processes and Related Topics (BNU,
July 14-18, 2007)
Boundary behavior of harmonic functions for truncated stable
processes, Probability Seminar, Department of Mathematics,
Beijing University, July 12, 2007
Generalized 3G theorem, Kansai Probability Seminar, Department
of Mathematics, Kyoto University (RIMS), June 29, 2007
Boundary behavior of harmonic functions for truncated stable
processes, Jump-type Markov Processes and Related Topics
(Conference at Kyoto Univ., 26 June, 2007)
Multidimensional Symmetric Jump Process in open set, 1st KMS
Probability & Statistics Workshop, SNU, June 14, 2007
Boundary Harnack Principle for Truncated symmetric stable
process, SNU Workshop on Nonlinear Partial Differential
Equations, June 9, 2007
Weak Convergence of Censored and Reflected Stable Processes,
KMS meeting, April 21, 2007
Relative Fatou type Theorem for Positive Harmonic Functions
with respect to Symmetric Stable Process, Korea
University, April 13, 2007
Boundary Harnack principle for Levy processes, 4th Hokkaido
& SNU Joint Symposium in Mathematics, Feb. 23, 2007
Non-symmetric Levy Processes and Intrinsic Ultracontractivity,
Probability Seminar, Department of Mathematics, University of
Illinois, Feb. 8, 2007
Intrinsic Ultracontractivity for Non-symmetric Levy Processes,
Probability Seminar, Department of Mathematics, Purdue
University, January 22, 2007
Potential Theory on Truncated Stable Process, Kansai
Probability Seminar, Department of Mathematics, Kyoto University
(RIMS), January 12, 2007
Intrinsic Ultracontractivity for Non-symmetric Levy Processes,
Workshop on Analysis of jump-type stochastic processes and
applications, November 4, 2006
On censored stable process, Workshop on Analysis of jump-type
stochastic processes and applications, November 3, 2006
Two-sided estimates on the density of Brownian Motion with
measure-valued Drift, The Global KMS Day Conference
commemorating the 60th anniversary of the Korean Mathematical
Society, October 29, 2006
Truncated stable processes, Dept. of Statistics, Seoul
National University, September 14, 2006.
Boundary value problem and Probability, Seoul National
University, September 7, 2006.
Symmetric Stable Process and Beyond, International Conference
on Stochastic Analysis and its Applications, University of
Washington, August 7-11, 2006.
Intrinsic Ultracontractivity for Non-symmetric Levy Processes,
University of Washington Probability Seminar, August 3, 2006
Boundary Harnack principle for Truncated Stable Process,
Seminar on Stochastic Processes 2006 (informal talk), Princeton
University, March 23, 2006.
Truncated Stable Process, Conference on Martingales,
Stochastic Analysis, and Potential Theory, University of
Florida, November 11, 2005.
Two-sided estimates on the density of Brownian Motion with
Singular Drift, Probability Seminar, University of
Wisconsin-Madison, September 22, 2005
Relative Fatou's theorem for $(-\Delta)^{\alpha/2}$-harmonic
function in bounded $\kappa$-fat open set, Summer School in
Probability, Cornell University, July 12, 2005
Relative Fatou's theorem for $(-\Delta)^{\alpha/2}$-harmonic
function in bounded $\kappa$-fat open set, Korea Institute for
Advanced Study, June 8, 2005
Two-sided estimates on the density of Brownian Motion with
Singular Drift, Korea University, May 20, 2005.
Two-sided estimates on the density of Brownian Motion with
Singular Drift, Seminar on Stochastic Processes 2005 (informal
talk), Cornell University, March 24, 2005.
Potential theory of Brownian Motion with Singular Drift,
Graduate Probability Seminar, University of Illinois at
Urbana-Champaign,March 17, 2005.