Research Interests:
Wiener’s lemma
Singular Integral Operator
Profile:
2011--Present Lecturer in the Department of Mathematics,
Zhejiang University of Science and Technology.
August. 2014—August. 2015， Staying in UCF for one year as a visiting scholar.
Sept. 2006—July. 2011， Joined Study of Master and Doctoral Degree in Mathematics, Hunan Normal University
Sept. 2002--July. 2006 Bachelor of Science
Publications:
1. Qiquan Fang and X.L. Shi, A new BLO estimate for maximal singular integral operator, Anal. Theory Appl. Vol. 27, No. 2 (2011), 1–9.
2. Qiquan Fang and X.L. Shi, Estimates for parametric
Marcinkiewicz integrals in BMO and Campanato Spaces, Applied math a Journal of Chinese Universities, Vol. 26, Series B, No. 2,(2011), 230-252.
3. Qiquan Fang, Xianliang Shi，Boundedness of Hyper-Singular Parametric Marcinkiewicz Integrals with Variable Kernels，Applied
4．Qiquan Fang, Chang Eon Shin,Qiyu Sun，Wiener’s lemma for singular integral operators of Bessel potential type，Monatshefte für Mathematik，2014,173:35–54
5. Qiquan Fang, Xianliang Shi, Weicai Li，Necessity of Oversampling Theorem for Affine Frames，Journal of Applied Mathematics and Physics，Vol.2 No.2 2014
6. Yang Chen, Qiquan Fang and Qiyu Sun, Spectra of Bochner-Riesz means on L^p, submitted
7. Qiquan Fang and Chang Eon Shin, Stability of integral operators on a space of homogenous type, prepared.
