Censored stable processes K Bogdan, K Burdzy, ZQ Chen Probability theory and related fields 127, 89-152, 2003 | 375 | 2003 |
Potential analysis of stable processes and its extensions K Bogdan, T Byczkowski, T Kulczycki, M Ryznar, R Song, Z Vondracek Springer Science & Business Media, 2009 | 281 | 2009 |
The boundary Harnack principle for the fractional Laplacian K Bogdan Studia Mathematica 123 (1), 43-80, 1997 | 265 | 1997 |
Estimates of heat kernel of fractional Laplacian perturbed by gradient operators K Bogdan, T Jakubowski Communications in mathematical physics 271 (1), 179-198, 2007 | 261 | 2007 |
Potential theory for the α-stable Schrödinger operator on bounded Lipschitz domains K Bogdan, T Byczkowski Studia Mathematica 133 (1), 53-92, 1999 | 231 | 1999 |
Density and tails of unimodal convolution semigroups K Bogdan, T Grzywny, M Ryznar Journal of Functional Analysis 266 (6), 3543-3571, 2014 | 148 | 2014 |
Heat kernel estimates for the fractional Laplacian with Dirichlet conditions K Bogdan, T Grzywny, M Ryznar The Annals of Probability, 1901-1923, 2010 | 148 | 2010 |
Potential theory of Schrödinger operator based on fractional Laplacian K Bogdan, T Byczkowski Probability and Mathematical statistics 20, 2000 | 128 | 2000 |
Gradient estimates for harmonic and -harmonic functions of symmetric stable processes K Bogdan, T Kulczycki, A Nowak Illinois Journal of Mathematics 46 (2), 541-556, 2002 | 116 | 2002 |
Estimates and structure of α-harmonic functions K Bogdan, T Kulczycki, M Kwaśnicki Probability theory and related fields 140, 345-381, 2008 | 114 | 2008 |
Harnack inequality for stable processes on d-sets K Bogdan, A Stós, P Sztonyk Studia Math 158 (2), 163-198, 2003 | 113 | 2003 |
The best constant in a fractional Hardy inequality K Bogdan, B Dyda arXiv preprint arXiv:0807.1825, 2008 | 109 | 2008 |
Representation of -harmonic functions in Lipschitz domains K Bogdan Hiroshima mathematical journal 29 (2), 227-243, 1999 | 101 | 1999 |
Sharp estimates for the Green function in Lipschitz domains K Bogdan Journal of mathematical analysis and applications 243 (2), 326-337, 2000 | 94 | 2000 |
Lévy processes and Fourier multipliers R Bañuelos, K Bogdan Journal of Functional Analysis 250 (1), 197-213, 2007 | 83 | 2007 |
Estimates of potential kernel and Harnack's inequality for anisotropic fractional Laplacian K Bogdan, P Sztonyk arXiv preprint math/0507579, 2005 | 77 | 2005 |
Harnack’s inequality for stable Lévy processes K Bogdan, P Sztonyk Potential Analysis 22, 133-150, 2005 | 77 | 2005 |
On Kelvin transformation K Bogdan, T Żak Journal of Theoretical Probability 19 (1), 89-120, 2006 | 76 | 2006 |
Estimates of the Green function for the fractional Laplacian perturbed by gradient K Bogdan, T Jakubowski Potential Analysis 36, 455-481, 2012 | 73 | 2012 |
Barriers, exit time and survival probability for unimodal Lévy processes K Bogdan, T Grzywny, M Ryznar Probability Theory and Related Fields 162, 155-198, 2015 | 71 | 2015 |