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Current position： Home Faculty Associate Professor Content
Wang Yingnan

  • Educational level:

  • Professional titles: Associate Professor

  • Telephone:26535049

  • Email:ynwang@szu.edu.cn

  • Address:Room 1411, Huiwen Building

Educational level Professional titles Associate Professor
Professional titles 26535049 Email ynwang@szu.edu.cn
Address Room 1411, Huiwen Building Personal Profile
Educational experience Work experience
Research Field Analytic number theory focuses on self-preserving forms and self-preserving L-functions Honors obtained
Academic Programs Scientific research [1] Yuk-Kam Lau, Yingnan Wang, Absolute values of L-functions for GL(n,R) at the point 1, Adv. Math. 335 (2018), 759-808.
[2] Yuk-Kam Lau, Ming Ho Ng, Yingnan Wang, Average bound toward the generalized Ramanujan conjecture and its applications on Sato-Tate laws for GL(n), Int. Math. Res. Not. 2022 (2022), 5720-5744.
[3] Yuk-Kam Lau, Ming Ho Ng, Hengcai Tang, Yingnan Wang, On the first negative Hecke eigenvalue of an automorphic representation of GL2(AQ), Sci. China Math. 64 (2021), 2381-2394.
[4] Yuk-Kam Lau, Ming Ho Ng, Yingnan Wang, On the exceptional set of the generalized Ramanujan conjecture for GL(3), Israel J. Math. 242 (2021), 279-289.
[5] Yuk-Kam Lau, Ming Ho Ng, Yingnan Wang, Statistics of Hecke eigenvalues for GL(n), Forum Math. 31 (2019), 167-185.
[6] Yuk-Kam Lau, Ming Ho Ng, Emmanuel Royer, Yingnan Wang, A large sieve inequality of Elliott-Montgomery-Vaughan type for Maass forms on GL(n,R) with applications, Rev. Mat. Iberoam. 37 (2021), 1539-1552.
[7] Yingnan Wang, A density theorem and extreme values of automorphic L-functions at one, Acta Arith. 170 (2015), 199-229.
[8] Yingnan Wang, A large sieve inequality of Elliott-Montgomery-Vaughan type for Maass forms and its applications, J. Number Theory 136 (2014), 65-86.
[9] Yingnan Wang, XuanXuan Xiao, Distribution of values at 1 of symmetric power L-functions of Maass cusp forms, Acta Arith. 175 (2016), 321-340.
[10] Yuk-Kam Lau, Yingnan Wang, Quantitative version of the joint distribution of eigenvalues of the Hecke operators, J. Number Theory 131 (2011), 2262-2281.

Personal Profile

He obtained his bachelor's and master's degrees in Shandong University and his phd degree from the University of Hong Kong. Mainly engaged in the research of self-conservative form and self-conservative l-function, successively in Adv. Math. Yeah, int. Math. Res. Not, Sci. China Math. Israel J. Math. He has published more than 10 papers in journals, and has presided over the National Natural Science Foundation of China's youth program and face-to-face projects. The Recruitment Mathematics Foundation Solid Doctor graduate student, welcome the consultation and enters for an examination.

Educational experience

Work experience

Research Field

  • Analytic number theory focuses on self-preserving forms and self-preserving L-functions

Honors obtained

Academic Programs

Scientific research

  • [1] Yuk-Kam Lau, Yingnan Wang, Absolute values of L-functions for GL(n,R) at the point 1, Adv. Math. 335 (2018), 759-808. [2] Yuk-Kam Lau, Ming Ho Ng, Yingnan Wang, Average bound toward the generalized Ramanujan conjecture and its applications on Sato-Tate laws for GL(n), Int. Math. Res. Not. 2022 (2022), 5720-5744. [3] Yuk-Kam Lau, Ming Ho Ng, Hengcai Tang, Yingnan Wang, On the first negative Hecke eigenvalue of an automorphic representation of GL2(AQ), Sci. China Math. 64 (2021), 2381-2394. [4] Yuk-Kam Lau, Ming Ho Ng, Yingnan Wang, On the exceptional set of the generalized Ramanujan conjecture for GL(3), Israel J. Math. 242 (2021), 279-289. [5] Yuk-Kam Lau, Ming Ho Ng, Yingnan Wang, Statistics of Hecke eigenvalues for GL(n), Forum Math. 31 (2019), 167-185. [6] Yuk-Kam Lau, Ming Ho Ng, Emmanuel Royer, Yingnan Wang, A large sieve inequality of Elliott-Montgomery-Vaughan type for Maass forms on GL(n,R) with applications, Rev. Mat. Iberoam. 37 (2021), 1539-1552. [7] Yingnan Wang, A density theorem and extreme values of automorphic L-functions at one, Acta Arith. 170 (2015), 199-229. [8] Yingnan Wang, A large sieve inequality of Elliott-Montgomery-Vaughan type for Maass forms and its applications, J. Number Theory 136 (2014), 65-86. [9] Yingnan Wang, XuanXuan Xiao, Distribution of values at 1 of symmetric power L-functions of Maass cusp forms, Acta Arith. 175 (2016), 321-340. [10] Yuk-Kam Lau, Yingnan Wang, Quantitative version of the joint distribution of eigenvalues of the Hecke operators, J. Number Theory 131 (2011), 2262-2281.

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