n 个人简介
男，1995年生，江西鄱阳人，理学博士，现任集美大学副教授，硕士生导师。研究方向：孤立子与可积系统。福建省高层次人才，厦门市高层次人才。
n 科研（教学）项目、成果及专利等
[1]国家自然科学基金委员会，面上项目，No.11971475，非等谱可积方程族的对称、群表示理论以及尖孤子解，2020/01-2023/12，52万元，在研，参与
[2]浙江省新苗项目，No.2018R405064，潘勒卫方程的推广与应用，2018/04-2020/04，1万元，已结题，主持
[3]江苏省研究生科研创新计划项目，No.KYCX20_1975，非等谱可积方程族的生成、推广及应用；
[4]中国矿业大学未来科学家计划项目，No.2020WLKXJ036，2020/04-2021/04，4万元，已结题，主持
[5]江苏省研究生科研创新计划项目，No.KYCX21_2142，新型可积耦合系统、双哈密顿结构及应用，2021/04-2022/04，1.5万元，已结题，主持
[6]浙江省新苗项目，No.2019R405068，附加对称在Boussinesq方程中的推广与应用，2019/04-2021/04，1万元，已结题，第二参与人
[7]校科研启动金项目，No.C622125，扩展可积方程族的生成及应用，2022/07-2025/07，50万元，在研，主持
[8]福建省教育厅，面上项目，No. JAT220172，反散射方法在可积耦合系统中的应用，2023/01-2025/12，1万元，在研，主持
n 发表论文及著作等情况
近五年以第一作者发表SCI论文20多篇，唯一通讯作者发表SCI论文数篇，目前担任Chaos, Solitons and Fractals, Mathematical Methods in the Applied Sciences, Nonlinear Dynamics, Communications in Theoretical Physics，等国内外20多个SCI期刊审稿人。
部分代表性成果：
[1] Haifeng Wang, Yufeng Zhang and Chuanzhong Li, Multi-component super integrable Hamiltonian hierarchies. Physica D, 2023, Accepted.
[2] Haifeng Wang and Yufeng Zhang, Derivation of expanded isospectral-nonisospectral integrable hierarchies via the column-vector loop algebra. Acta Mathematicae Applicatae Sinica, English Series, 2023, Accepted.
[3] Haifeng Wang and Baiying He, A class of extended Lie superalgebras and their applications. Chaos, Solitons and Fractals, 168(2023):113145.
[4] Haifeng Wang and Yufeng Zhang, Application of Riemann-Hilbert method to an extended coupled nonlinear Schrödinger equations. Journal of Computational and Applied Mathematics, 420(2023):114812.
[5] Haifeng Wang and Baiying He, 2+1 dimensional nonisospectral super integrable hierarchies associated with a class of extended Lie superalgebras. Chaos, Solitons and Fractals, 171(2023):113443.
[6] Jianduo Yu, Haifeng Wang and Chuanzhong Li, A kind of multi-component nonisospectral generalized nonlinear Schrödinger hierarchies. Theoretical and Mathematical Physics, 215(2023):837-861.
[7] Zhenbo Wang, Haifeng Wang and Yufeng Zhang, A novel kind of multi-component hierarchy of discrete soliton equations and its application. Theoretical and Mathematical Physics, 215(2023):823-836.
[8] Yufeng Zhang, Haifeng Wang and Na Bai, Schemes for generating different nonlinear Schrödinger integrable equations and their some properties. Acta Mathematicae Applicatae Sinica, English Series, 38(2022):579-600.
[9] Haifeng Wang and Yufeng Zhang, A new multi-component integrable coupling and its application to isospectral and nonisospectral problems. Communications in Nonlinear Science and Numerical Simulation, 105(2022):106075.
[10] Haifeng Wang and Yufeng Zhang, Dbar-dressing method for a few (2+1)-dimensional integrable coupling systems. Theoretical and Mathematical Physics, 208(2021):1239-1255.
[11] Haifeng Wang and Yufeng Zhang, A kind of nonisospectral and isospectral integrable couplings and their Hamiltonian systems. Communications in Nonlinear Science and Numerical Simulation, 99(2021):105822.
[12] Haifeng Wang and Yufeng Zhang, Three kinds of nonisospectral integrable model of Wadati-Konno-Ichikawa soliton hierarchies. Rocky Mountain Journal of Mathematics, 51(2021):1489-1502.
[13] Haifeng Wang and Yufeng Zhang, A kind of generalized integrable couplings and their bi-Hamiltonian structure. International Journal of Theoretical Physics, 60(2021):1797-1812.
[14] Haifeng Wang and Chuanzhong Li, Affine Weyl group symmetries of Frobenius Painlevé equations. Mathematical Methods in the Applied Sciences, 43(2020):3238-3252.
[15] Haifeng Wang and Yufeng Zhang, Lump, lumpoff and predictable rogue wave solutions to adimensionally reduced Hirota bilinear equation. Chinese Physics B, 29(2020):040501.
