Basically, I am interested in the following two fields:
1. Asymptotic behaviour of wave solutions on space times and the scattering theory.
2. Scattering operators for CCME/ACHE metrics and their application in conformal/CR geometry.
Publications:
[7] Sun-Yung Alice Chang, Fang Wang: Limit of Sobolev Inequality, (submitted) arXiv:1704.06048
[6] Fang Wang: On the scattering operators for ACHE metrics of Bergman type on strictlypseudoconvex domains，Advances in Mathematics (2017) 309, pp 306-333. arXiv:1508.03151
[5] Fang Wang: On the positivity of scattering operators for Poincare-Einstein manifolds, arXiv:1609.06259
[4] Dean Baskin, Fang Wang: Radiation fields Schwarzschild space-time, Communications in Mathematical Physics (2014), 331(2), pp 477-506. arXiv:1305.5372
[3] Fang Wang: Radiation field for Eisntein vacuum equations with spatial dimension n>=4, (submitted) arXiv:13040407
[2] Fang Wang: Dirichlet-to-Neumann map for Poincare-Einstein metrics in even dimensions, (submitted) arXiv:0905.2457
[1] Jing Huang, Fang Wang, Lu Wang, Jiazhong Yang: A quartic system and a quintic system with fine focus of order 18, Bulletin des Science Mathematiques (2008), 132(3), pp 205-217. SienceDirectS0007449707000218
