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个人信息Personal Information
教授 博士生导师 硕士生导师
性别：女
毕业院校：山东大学
学历：博士研究生毕业
学位：博士
在职信息：在职
所在单位：数学与统计学院
入职时间：2010-07-19
学科：基础数学
办公地点：北衡楼1411
联系方式：
电子邮箱：
扫描关注
- [1] 孙庆峰 and 张琪之. Mass distribution for holomorphic cusp forms on the vertical geodesic. J. Number Theory, 279, 827--857, 2025.
- [2] 孙庆峰 and 王慧. On an unconditional spectral analog of Selberg's result on S(t). Ramanujan J., 67, Paper No. 2, 31, 2025.
- [3] 孙庆峰 and 于彦雪. A bound for twists of GL3×GL2 L-functions with composite modulus. Ramanujan J., 64, 185--225, 2024.
- [4] 孙庆峰. Bounds for GL2×GL2 L-functions in the depth aspect. Manuscripta Math., 174, 429--451, 2023.
- [5] 黄炳荣 , 孙庆峰 and 张慧敏. Analytic twists of GL2x GL2 automorphic forms. Math. Nachr., 1, 2023.
- [6] 黄炳荣 , 孙庆峰 and 张慧敏. Analytic twists of GL(2) x GL(2) automorphic forms. Mathematische Nachrichten, 296, 2366-2394, 2023.
- [7] 孙庆峰 and 王慧. On some estimates involving Fourier coefficients of Maass cusp forms. Int. J. Number Theory, 19, 997--1019, 2023.
- [8] 范伊兰 and 孙庆峰. A Bessel δ-method and hybrid bounds for GL2. Q. J. Math., 73, 617--656, 2022.
- [9] 孙庆峰. A note on simultaneous nonvanishing of Dirichlet L-functions and twists of Hecke-Maass L-functions. J. Ramanujan Math. Soc., 37, 31--47, 2022.
- [10] 孙庆峰 and 王慧. A subconvex bound for twisted L -functions. Funct. Approx. Comment. Math., 65, 175--189, 2021.
- [11] 林永晓 and 孙庆峰. Analytic twists of GL3×GL2 automorphic forms. INTERNATIONAL MATHEMATICS RESEARCH NOTICES, 2021, 2021.
- [12] Keshav Aggarwal , Qingfeng Sun , Roman Holowinsky and Yongxiao Lin. The Burgess bound via a trivial delta method. Ramanujan Journal, 53, 2020.
- [13] 孙庆峰. Hybrid bounds for twists of GL(3) L-functions. Publ. Mat., 64, 75-102, 2020.
- [14] 孙庆峰 and 赵蕊. Bounds for GL3 L-functions in depth aspect. Forum Math., 31, 303-318, 2019.
- [15] 孙庆峰. Averages of shifted convolution sums for GL(3)×GL(2). J. Number Theory, 182, 344-362, 2018.
- [16] 孙庆峰. Shifted convolution sums involving theta series. Ramanujan J., 44, 13-36, 2017.
- [17] 孙庆峰. Shifted convolution sums of GL_3 cusp forms with θ-series. Int. Math. Res. Not. IMRN, 1805-1829, 2017.
- [18] 孙庆峰 and 张德瑜. Sums of the triple divisor function over values of a ternary quadratic form. J. Number Theory, 168, 215-246, 2016.
- [19] 孙庆峰. On effective determination of symmetric-square lifts, level aspect. Int. J. Number Theory, 11, 51-65, 2015.
- [20] 孙庆峰 and 吴远迎. Exponential sums involving Maass forms. Front. Math. China, 9, 1349--1366, 2014.