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张勇

张勇

职称:
教授
院系:
电子邮箱:
sunny5zhang@163.com
办公地点:

研究方向

Mathematical and numerics on Bose-Einstein Condensate Analysis-based fast algorithms and the integral equations Numerics for highly oscillatory system Scientific computing, numerical analysis and applied math in general Analysis-based fast algorithms and the integral equations Numerics for highly oscillatory system Scientific computing, numerical analysis and applied math in general

教育背景

2003.09-2007.07 天津大学数学与应用数学 本科/学士
2007.09-2012.07 清华大学 数学科学系 研究生/博士
2012.07-2015.08 维也纳大学Wolfgang-Pauli 研究所 博士后
2015.09-2016.06 法国雷恩一大数学系 博士后
2016.07-2016.09 清华大学电机系 访问学者
2016.09-2017.08 纽约大学克朗所 博士后
2018.01-2018.06 维也纳大学Wolfgang-Pauli 研究所 博士后

工作经历

教学工作

科研工作

主要荣誉


学术兼职

其它

发表论文

  • 1.Accurate and efficient computation of nonlocal potentials based on Gaussian-sum approximation (with Lukas Exl and Norbert J Mauser), J. Comput. Phys., 327 (2016), pp.629-642.

  • 2.On the ground states and dynamics of space fractional nonlinear Schrödinger/Gross-Pitaevskii equations with rotation term and nonlocal nonlinear interactions (with Xavier Antoine and Qinglin Tang), J. Comput. Phys., 325 (2016), pp.74-97.

  • 3.Computing the ground state and dynamics of the nonlinear Schrödinger equation with nonlocal interactions via the nonuniform FFT (with Weizhu Bao, Shidong Jiang and Qinglin Tang), J. Comput. Phys., 296 (2015), pp. 72-89.

  • 4.Dimension reduction of the Schrödinger equation with Coulomb and anisotropic confining potentials (with Weizhu Bao, Norbert J Mauser and Huaiyu Jian), SIAM J. Appl. Math., 73 (6) (2013), pp. 2100-2123.

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