Dr. Jaehoon Kang

Postdoctoral researcher (Oct. 2018– Sep. 2019)

https://sites.google.com/view/jkangmath/home

Email : jkang@math.uni-bielefeld.de

Potential theory for jump processes

• J. Bae, J. Kang, P. Kim and J. Lee, Heat kernel estimates for symmetric jump processes with mixed polynomial growths, The Annals of Probability, 47(5) (2019), 2830–2868.
• J. Kang and P. Kim, Tangential limits for harmonic functions with respect to $\phi(\Delta)$ : stable and beyond, Potential Analysis, 42(3) (2015), 629–644.
• J. Kang and P. Kim, On estimates of Poisson kernels for symmetric Lévy processes, Journal of the Korean Mathematical Society, 50(5) (2013), 1009–1031.

• J. Bae, J. Kang, P. Kim and J. Lee, Heat kernel estimates and their stabilities for symmetric jump processes with general mixed polynomial growths on metric measure spaces, arXiv:1904.10189.
• S. Cho, J. Kang and P. Kim, Estimates of Dirichlet heat kernels for unimodal Lévy processes with low intensity of small jumps, arXiv:1901.08745.