Preprints:

1. Heat kernel estimates and their stabilities for symmetric jump processes with general mixed polynomial growths on metric measure spaces (with Joohak Bae, Jaehoon Kang, Jaehun Lee)
   
   
2. Sharp two-sided Green function estimates for Dirichlet forms degenerate at the boundary (with R. Song & Z. Vondracek) To appear in Journal of the European Mathematical Society (JEMS).
   
   
3. General Law of iterated logarithm for Markov processes: Limsup Law (with Soobin Cho & Jaehun Lee) To appear in Transactions of the American Mathematical Society
   
   
4. Potential theory of Dirichlet forms with jump kernels blowing up at the boundary (with R. Song & Z. Vondracek)
   
   
5. Laws of the iterated logarithm for occupation times of Markov processes (with Soobin Cho & Jaehun Lee)
   
   
6. Heat kernel estimates for Dirichlet forms degenerate at the boundary (with R. Song, Soobin Cho & Z. Vondracek)
   
   
7. Markov processes with jumping kernel decaying at the boundary (with R. Song, Soobin Cho & Z. Vondracek)
   
   

Preprints  and papers of  PhD students:

 SungSoo Byun, Jaehun Lee, Tulasi Ram Reddy, Zeros of random polynomials and its higher derivatives

Jongchun Bae,  Regularity for fully nonlinear equations driven by spatial-inhomogeneous nonlocal operators. Potential Analysis
November 2015, Volume 43, Issue 4, pp 611-624
Jongchun Bae and Moritz Kassmann, Schauder estimates in generalized H�lder spaces

Kyung-Youn Kim, Global heat kernel estimates for symmetric Markov processes dominated by stable-like processes in exterior C1,η open sets, Potential Analysis August 2015, Volume 43, Issue 2, pp 127-148