个人简介
胡侃,江西高安人,数学系副教授,哲学博士(Ph.D), 斯洛伐克科学院数学研究所博士后。 2001年本科毕业于南昌大学,2009年硕士毕业于首都师范大学,2013年博士毕业于斯洛伐克Matel Bel大学。主要从事纯数学的教学和研究工作,研究兴趣包括:群与图、群与地图、拓扑图论、涂鸦理论(dessins d'enfants)。主持和参与浙江省自然科学基金各1项,主持斯洛伐克Matel Bel大学博士基金1项,参与其他基金4项,在《EuropeanJournal of Combinatorics》、《Geometriae Dedicata》、《ArsMathematica Contemporanea》、《Journal of Group Theory》、《Discrete Mathematics》等学术期刊上发表论文13篇,其中SCI收录论文8篇。曾在首都师范大学、南方科技大学、重庆师范大学、捷克西波西米亚大学、韩国岭南大学等院校进行短期学术访问。
科研项目
[1]幂零正则涂鸦的分类问题,浙江省自然科学基金(面上项目),2016.01-2019.12, 6万元,主持人,在研.
[2]紧致黎曼曲面上的对称组合对象及其分类问题,浙江省自然科学基金(青年基金),2017.01-2019.12, 7万元,主要参与人,在研.
讲授课程:高等代数、抽象代数、、群论、拓扑学、代数与几何、图论、代数组合学
近期论文
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[1]Kan Hu, Roman Nedela and Na-Er Wang, Branched cyclic regular coverings over platonic maps, European J. Combin.,2014, 36: 531-549, ISSN: 0195-6698 (SCI)
[2] Kan Hu, Roman Nedela, Martin Skoviera and Naer Wang, Regular embeddings of cycles with multiple edges revisited, Ars Math. Contemp., 2015, 8(1):177-194, ISSN: 1855-3966 (SCI)
[3] Kan Hu, Roman Nedela, Naer Wang, Nilpotent groups of class two which underly a unique regular dessin, Geometriae Dedicate, 179 (2015) 177-186 ,ISSN:0046-5755(SCI)
[4]Kan Hu, Gareth Jones, RomanNedelaand Naer Wang, Non-abelian almost totally branched coverings over platonic maps,European J. Combin.,2016, 51:1-11, ISSN: 0195-6698 (SCI).
[5] Naer Wang, Roman Nedelaand Kan Hu, Nilpotent symmetric dessins of class two, In Symmetries in Graphs, Maps, and Polytopes (pp315-332), Springer International Publishing, 2016. ISSN: 2194-1009.
[6] Naer Wang, Roman Nedela and Kan Hu, Regular dessins uniquely determined by a nilpotent automorphism group, Journal of Group Theory, 2018, 21(3): 397-415, ISSN: 397-415 (SCI).
[7] Kan Hu, Roman Nedela and Na-Er Wang, Complete regular dessins of odd prime power order, Discrete Mathematics, 2019,342(2): 314-325, ISSN:0012-365X (SCI)。
[8]Shaofei Du and Kan Hu, Skew morphisms of cyclic 2-groups,Journal of Group Theory,
2019: 22(4): 617-638,ISSN: 397-415 (SCI).
[9] Naer Wang, Kan Hu, Kai Yuan and Jun-Yang Zhang, Smooth skew morphisms of dihedral groups,Ars Math. Contemp.,2019, 16:527-547, ISSN: 1855-3966 (SCI)
[10]Kan Hu, Roman Nedela, Naer Wang, Kai Yuan, Reciprocal skew morphisms of cyclic groups, Acta Math. Univ. Commenianae, 2019, 88(2),ISSN: 0862-9544.
[11] Kan Hu and Young Soo Kwon, Reflexible complete regular dessins and antibalanced skew morphisms of cyclic groups, The Art of Discrete Applied Mathematics, 2019, in press.
[12]Yanquan Feng, Kan Hu, Roman Nedela, Martin Skoviera and Naer Wang, Complete regular dessins and skew morphisms of cyclic groups, submitted.
[13] KanHu, Young SooKwon and Jun-YangZhang, Square roots of automorphisms of cyclic groups, 2019, submitted.