Curriculum Vitae
Name: Pi Qinghua
Address: School of Mathematics and Statistics,
Shandong University, Weihai, P.R.China, 264209
Email: qhpi@163.com
Education:
Mar. 2016 - Feb. 2017, Visiting Scholar, University of Minnesota
Sep. 2008 - Jul. 2011, Ph.D., Pure Mathematics, Shandong University
Sep. 2005 - Jul. 2008, M.S., Pure Mathematics, Shandong University
Sep. 1996 - Jul. 2000, B.E., Thermal Engineering, Chongqing University
Research Interests:
Algebra and Number Theory,
including Automorphic Forms, Automorphic L-functions, Trace Formulas and Langlands Programs
Funds:
May. 2018- present, China Postdoctoral Science Foundation (Grant No. 2018M632658)
Dec. 2016- Jul. 2018, Natural Science Foundation of Shandong Province (Grant No. ZR2014AQ002)
Publications:
[11] (joint work with Zhi Qi) Bias of Root Numbers for Modular Newforms of Cubic Level, to appear.
[10] (joint work with Yingnan Wang, Lei Zhang) Simple Fourier Trace Formulas of Cubic Level and Applications, arXiv:1906.06103.
[9] Central values of $GL(2)\times GL(3)$ Rankin-Selberg L-functions with applications, Int. J. Number Theory 16 (2020), no. 5, 941–962.
[8] Central values of twisted base change L-functions associated to Hilbert modular forms, Journal of Number Theory, 191 (2018):213-245.
[7] On effective determination of cusp forms by L-values, level aspect, Journal of Number Theory, 142 (2014):305-321.
[6] On effective determination of Maass cusp forms by $L$-values, The Ramanujan Journal, 35.2 (2014):299-310.
[5] Determination of cusp forms by central values of Rankin-Selberg L-functions, Lithuanian Mathematical Journal, 51.4 (2011):543-561.
[4] Fractional moments of automorphic L-functions on GL(m), Chinese Annals of Mathematics, Series B, 32.4 (2011):631-642.
[3] Determining cusp forms by central values of Rankin-Selberg L-functions, Journal of Number Theory, 130.10 (2010):2283-2292.
[2] (joint work with Qingfeng Sun), Oscillations of cusp form coefficients over primes, Acta Applicandae Mathematicae, 109.3 (2010):1155-1163.
[1] (joint work with Qingfeng Sun), Oscillations of cusp form coefficients in exponential sums, The Ramanujan Journal, 21.1 (2010):53-64.
Part-time Academic Position: reviewer for Mathematical Reviews