基本情况：

李传忠，博士，教授，博士生导师，泰山学者青年专家

研究方向:

数学物理，可积系统，孤立波和怪波理论在海洋等领域的应用，随机矩阵及应用

个人资料参考网站：

https://www.researchgate.net/profile/Chuanzhong-Li

受教育经历：

2001/9–2005/7， 曲阜师范大学， 数学与应用数学， 学士

2005/9–2008/7， 首都师范大学， 应用数学， 硕士

2008/9–2011/6， 中国科学技术大学， 数学物理， 博士

工作经历：

2011/6/26-2021/1, 宁波大学， 数学与统计学院(曾任副院长，博士生导师)

2021/1-至今, 山东科技大学，数学与系统科学学院，教授(泰山学者，博士生导师）

主要荣誉称号：

2015年、 宁波市领军和拔尖人才计划、 宁波市人力资源和社会保障局

2017/12、 浙东青年学者、宁波大学

2020/12、 泰山学者青年专家、 山东省政府

科研项目：

1. 国家自然科学基金面上项目，12071237，C型泛特征及其相关的经典与量子可积系统，2021/01-2024/12，61万元，在研，主持

2. 国家自然科学基金面上项目，11571192，有限阶Toda系统与旗流形分解，2016/01-2019/12，54万元，已结题，主持

3. 国家自然科学基金青年基金项目，11201251，Block 型无穷维李代数在Toda 系统中的应用，2013/01-2015/12，22万元，已结题，主持

4. 浙江省自然科学基金一般项目，LY15010004，B型超对称KP系统的可积和对称性研究，2015/01-2017/12，6万元，结题优秀（前9%），主持

5. 浙江省自然科学基金一般项目，LY12A01007，Bigraded Toda 系列的Sato理论和Block对称，2012/01-2013/12，6万元，结题优秀，主持

6、作为主要参与人，参与多项国家级项目

国际交流与学术兼职

1、2009/9/1-2010/12/31， 美国俄亥俄州立大学， 访问学者

2、2019/7/2-2019/8/31, 英国Kent大学， 访问学者

3、2019/12/28-2020/8/7, 英国Kent大学， 访问学者

4、美国《数学评论》(Mathematical Review)特邀评论员

5、德国数学文摘（Zentralblatt MATH）特邀评论员

6、中国高等教育学会教育数学专业委员会理事

7、山东省大数据研究会理事

8、青岛西海岸新区产业链高质量发展专职咨询顾问

9、聊城市青年科技创新人才协会常务理事

主要获奖

1、2014年获宁波大学学术创新奖

2、多次获得宁波大学“优秀党员”称号

3、多次获得宁波大学工会积极分子和优秀工会干部

4、指导学生获2015年大学生挑战杯省奖

5、2017年科技金融时报头版头条报导

6、发表在自然指数期刊Euro. Phys. J. C上的论文荣获2021年河南省自然科学优秀学术论文二等奖

7、2022年获得山东科技大学五四青年奖章

8、荣获2021-2022 年度Wiley高被引学者

主要科研论文

在40多个数学物理类SCI期刊(如Commun. Math. Phys., Phys. Lett. B, J Nonl. Sci., Nuc. Phys. B, Lett. Math. Phys., Stud. Appl. Math., J. Alg. Comb., J. Phys. A, J. Math. Phys, J. Geom. Phys., Phys. Rev. E, Eur. Phys. J. C, Glasg. Math. J, Int. J. Math., Monatsh. Math., Sci. China等)上以独立作者，第一作者或唯一通讯作者身份发表SCI 论文120篇。代表论文如下(*为通讯作者)：

73. C. Li, B. Shou, Rigid Surface Operators and Symbol Invariant of Partitions, to appear in Communications in Mathematical Physics 2024.

72. L Zhang, C Li*, Extensions and Generalizations of Lattice Gelfand-Dickey Hierarchy, Mathematical Physics, Analysis and Geometry 26(2023), 18.  

71. X Luo, C Li*, Virasoro symmetries of the constrained dispersionless mKP hierarchy, Physics Letters B 843(2023), 138052 .

70. L Zhang, C Li*, Boson-Fermion correspondence of the multi-component constrained mKP hierarchy, International Journal of Mathematics，34(2023), 2350051.

69. Q Yang, C Li*, Coupled KP and BKP hierarchies and the corresponding symmetric functions, Theoretical and Mathematical Physics 215 (2023), 468-494.

68. G Han, X Li, Q Zhao, C Li, Interaction structures of multi localized waves within the Kadomtsev-Petviashvili I equation, Physica D: Nonlinear Phenomena 446(2023), 133671.

67. C. Li,  Virasoro symmetries of a coupled rational reduced 2D Toda hierarchy, Theoretical and Mathematical Physics 214 (2023), 297-307.

66. H Wang, Y Zhang, C Li, Multi-component super integrable Hamiltonian hierarchies, Physica D: Nonlinear Phenomena 456(2023), 133918.

65. F Huang, C Li*, Quantum field presentation for generalized Hall-Littlewood functions, Journal of Mathematical Physics 64 (2023), 013501.

64. C. Li,  On a Symplectic Bigraded Toda Hierarchy，Acta Mathematica Sinica, 39(2023), 1263-1270.

63. Q. Yang, C. Li*,Symmetric universal character, integrable hierarchy, and affine Yangian of gl(1), Nuclear Physics B. 995(2023), 116344

62. D. Li, C. Li, Z. Yan, Polynomial tau- functions of the orthogonal KP, multicomponent orthogonal KP and BUC hierarchies，Journal of Geometry and Physics, 189(2023), 104838.

61. F. Huang, C. Li*, Quantum field presentation for generalized Hall-Littlewood functions, J. Math. Phys., 64(2023),013501.

60. F. Huang, C. Li*, Littlewood-Richardson rule for generalized Schur Q-functions, Algebras and Representation Theory, 26(2023), 3143-3165.

59. C. Li*, B. Shou, Supersymmetric quantum spin chains and modified Universal Characters,  Journal of Statistical Physics,190(2023),55.

58. C. Li,  Y. Zhang, H. Dong, Extended Plethystic vertex operators and Plethystic universal characters, Theor. Math. Phys., 214(2023), 238-249.

57. C. Li, N=2 Multicomponent Supersymmetric KP Hierarchy and Additional Symmetries, Acta. Math. Sin. 39(2023),99-106.

56. F. Huang, C. Li*, Polynomial Tau Functions of Symplectic KP and Multi-component Symplectic KP Hierarchies, Annals of Combinatorics, 26(2022),593-611.

55. J. Yu, C. Li, M. Zhu, Y. Chen, Asymptotics for a singularly perturbed GUE, Painleve III, double-confluent Heun equations, and small eigenvalues, J. Math. Phys.，63(2022), 063504.

54. C. Qian, C. Li*, Symmetries of the multicomponent q-KP hierarchy on a Grassmannian,  Theor. Math. Phys. 213 (2022), 1495-1512

53. F. Huang, C. Li*, Supersymmetric Schur Q-functions and Super BKP Hierarchy, Advances in Applied Clifford Algebras, 33(2022),1.

52. Q. Yang, C. Li*, Multiparameter universal characters of B-type and integrable hierarchy,J. Math. Phys., 63(2022),113503.

51. F. Huang, C. Li*, Symplectic and supersymmetric schur Q-functions, universal characters and integrable hierarchies, Anal. Math. Phys.12(2022),99.

50. X. Wang, C. Li*, Solitons, breathers and rogue waves in the coupled nonlocal reverse-time nonlinear Schrodinger equations, J. Geom. Phys. 180(2022),104619.

49. C. Li,  Multi-component universal character hierarchy and its polynomial tau-functions, Phys. D, 432(2022), 133166.

48. C. Hu, C. Li*, Line-solitons of a two-component KP hierarchy, Chaos, 31(2021),113139.

47. C. Li, Multi-component supersymmetric D type Drinfeld-Sokolov hierarchy and its Virasoro symmetry, Physics Letters B 823(2021), 136774.

46. C. Li,  N=2 Supersymmetric BKP hierarchy with SW_{1+\infty} symmetries and its multicomponent generalization, Physics Letters B, 820(2021), 136563.

45. C. Li,  Q. Shi,  Symmetries of the multi-component supersymmetric (ABC)-type KP hierarchies, Journal of Mathematical Physics, 62(2021), 093509.

44. C. Li,  Plethystic B type KP  and Universal Character hierarchies, Journal of Algebraic Combinatorics. 55(2021), 691-714.

43. X. Duan, C. Li, J. Wang, Multi-component Toda lattice in centro-affine R^n, Theor. Math. Phys. 207(2021), 347-360.

42. C. Li, SW_{1+\infty} symmetries of N=2 Supersymmetric CKP hierarchy and its multicomponent generalization, Nuclear Physics B 969(2021), 115465.

41. C. Qian, C. Li*, Virasoro symmetry of the constrained multi-component q-KP and q-mKP hierarchies, Rep. Math. Phys. 88(2021), 271-293.

40. Z. Wang, C. Li*, On modified BKP systems and generalization, Theor. Math. Phys. 209(2021),1693-1716.

39. Q. Shi, C. Li*, Darboux transformations of the supersymmetric constrained B and C type KP hierarchies, J. Geom. Phys. 165(2021), 104216.

38. C. Li, Two-component symplectic universal characters and integrable hierarchies, International Journal of Mathematics, (2021) 2150045.

37. L. An, C. Li*, L. Zhang, Darboux transformations and solutions of nonlocal Hirota and Maxwell-Bloch equations，Studies in Applied Mathematics. 147(2021); 60-83.

36. Y. Gao, C. Li*, Q-universal characters and an extension of the Lattice q-universal character, Theor. Math. Phys. 208(2021), 896-911.

35. C. Li,  Finite Dimensional tau functions of universal character hierarchy, Theor. Math. Phys. 206 (2021), 321-334.                                

34. C. Li, Multicomponent Fractional Volterra Hierarchy and its subhierarchy with Virasoro symmetry, Theor. Math. Phys. 207(2021), 397-414.

33. C. Li,  Extensions on two-component BKP and D type Drinfeld-Sokolov hierarchies, Analysis and Mathematical Physics. (2021) 11:83。

32. C. Li*, B. Shou, Quantum Gaudin model, spin chains and Universal Characters, J. Math. Phys. 61(2020), 103509.

31. C. Li*, R. Ge, Symmetries of supersymmetric CKP hierarchy and its reduction, Journal of Geometry and Physics, 158(2020), 103894.

30. J. Li, C. Li*. Extensions of the finite nonperiodic Toda lattice with indefinite metrics,  Journal of Statistical Physics, 179(2020): 901-919.

29. L. An, C. Li*，Virasoro symmetries of Multi-Component Gelfand-Dickey systems, Theor. Math. Phys.204(2020): 1189-1208.

28. M. Zhu, Y. Chen, C. Li*, The smallest eigenvalue of large Hankel matrices generated by a singularly perturbed Laguerre weight,  Journal of Mathematical Physics 61(2020), 073502.

27.N. Wang; C. Li*, Universal Character, Phase Model and Topological Strings on C^3, The European Physical Journal C，2019(79)：953.

26. C. Li, Strongly coupled B type universal characters and  hierarchies, Theor. Math. Phys., 201(2019): 1732–1741.

25. C. Li, A strongly coupled extended  Toda hierarchy and its Virasoro symmetry, Mathematical Physics, Analysis and Geometry, 22 (2019), 18.

24. C. Li*, Jipeng Cheng，Quantum torus symmetries of multicomponent modified KP hierarchy and reductions，Journal of Geometry and Physics, 137 (2019) , 76-86.

23. C. Li，Bosonic symmetries of the extended fermionic (2N,2M)-Toda hierarchy，Theor. Math. Phys. 199(2019), 695-708.

22. N. Wang; C. Li*，π-type Fermions and π-type KP hierarchy，Glasgow Mathematical Journal, 61(2019), 601-613.

21. C. Li, Symmetries and reductions on the noncommutative KP and Gelfand-Dickey hierarchies，Journal of Mathematical Physics. 59(2018), 123503.

20. Q. Liu, C. Li*. Quantum Torus symmetries of the CKP and multi-component CKP hierarchies, J. Math. Phys. 58(2017), 113505.

19. R. Ge, C. Li*,Darboux transformations of new supersymmetric CKP and BKP hierarchies, International Journal of Mathematics, 28(2017), 1750084.

18. N. Wang, C. Li*, Quantum torus algebras and B(C) type Toda systems, Journal of Nonlinear Science，27(2017), 1957-1970.

17. C. Li, Dispersionless and multicomponent BKP hierarchies with quantum torus symmetries, Journal of Geometry and Physics. 119(2017), 103-111.

16. X. Gao, C. Li*, J. He, Recursion relations for the constrained multi-component KP hierarchy, Acta Mathematica Sinica, 33(2017), 1578-1586.

15. C. Li，Gauge transformation and symmetries of the commutative multi-component BKP hierarchy，Journal of Physics A: Mathematical and Theoretical，49 (2016),  015203.

14. C. Li*, J. He, Virasoro symmetry of the constrained multi-component KP hierarchy and its integrable discretion, Theoretical and Mathematical Physics, 187 (2016), 871-887

13. C. Li，Jingsong He，Supersymmetric BKP systems and their symmetries，Nuclear Physics B，896(2015), 716-737.

12. C. Li*，J. Cheng，etal.，Ghost symmetry of the discrete KP hierarchy，Monatsh. Math. 180(2016), 815-832.

11. C. Li*，J. He，The extended $Z_N$-Toda hierarchy，Theor. Math. Phys. 185(2015), 1614-1635.

10. C. Li，J. He，On the Extended Multi-component Toda Hierarchy, Mathematical Physics Analysis and Geometry, 17(2014), 377-407.

9. C. Li*, J. He, Quantum Torus symmetry of the KP, KdV and BKP hierarchies, Lett. Math. Phys. 104 (2014), 1407-1423.

8. C. Li, J. He, Darboux transformation and positons of the inhomogeneous Hirota and the Maxwell-Bloch equation, SCIENCE CHINA Physics, Mechanics & Astronomy, 57(2014), 898-907.

7. C. Li, J. He, K. Porsezian, Rogue waves of the Hirota and the Maxwell-Bloch equation, Physical Review E 87(2013), 012913.

6. M. Li, C. Li, etal., Virasoro type algebraic structure hidden in the constrained discrete KP hierarchy, J. Math. Phys. 54(2013), 043512 .

5. C. Li, J. He, Block algebra in two-component BKP and D type Drinfeld-Sokolov hierarchies，J. Math. Phys. 54(2013), 113501.

4. C. Li，J. He，Y. Su, Block type symmetry of bigraded Toda hierarchy , J. Math. Phys. 53(2012), 013517.

3. C. Li, J. He, Dispersionless bigraded Toda Hierarchy and its additional symmetry, Reviews in Mathematical Physics, 24(2012), 1230003.

2. C. Li, Solutions of bigraded Toda hierarchy, Journal of Physics A: Mathematical and Theoretical, 44(2011), 255201.

1. C. Li，J. He，K. Wu，Y. Cheng, Tau function and Hirota bilinear equations for extended bigraded Toda hierarchy, J. Math. Phys. 51(2010), 043514.

国际会议作报告情况：

1. Invited speaker, “Soliton of bigraded Toda hierarchy”, 7th International Conference on Differential Equations and Dynamical Systems, University of South Florida, USA, December, 2010.

2. Invited speaker, “On the bigraded Toda hierarchy”, International Conference on Integrable Systems and Nonlinear Waves --- Symmetries and Integrability, South Padre Island, Texas, USA, June, 2010.

3. Invited speaker, 10th International Conference on Symmetries and Integrability of Difference Equations, Xikou, Ningbo, China, June, 2012.

4. Invited poster, “On rogue waves and Block symmetries”, International Conference on Nonlinear waves-theory and applications, Xiangyuan Hotel, Beijing, June, 2013.

联系方式：个人邮箱 lichuanzhong@sdust.edu.cn

欢迎对数学物理，可积系统理论，共形场论，非线性偏微分方程及其应用，浅水波和海洋内波研究，随机矩阵及其在大数据和人工智能领域的应用等感兴趣的教师，研究生或高年级本科生与我联系。