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Liu Hang

  • Educational level:

  • Professional titles: Assistant professor

  • Telephone:

  • Email:liuhang@szu.edu.cn

  • Address:Room 1412A,Huixing Building

Educational level Professional titles Assistant professor
Professional titles Email liuhang@szu.edu.cn
Address Room 1412A,Huixing Building Personal Profile
Educational experience Work experience
Research Field Algebraic K theory, algebraic number theory Honors obtained
Academic Programs Scientific research [1]Liu Hang and Rob de Jeu, On the K2 group of certain families of curves, IMRN, 2015(21), 10929-10958, 2015  
[2]Yang Zhengguo, Tang Guoping and Liu Hang, On the structure of K2(Z[C2×C2]), J. Pure Appl. Algebra, 221(4), 773-779, 2017
[3]Liu Hang and Chang Shan, On the K2 group of certain families of quartic curves, Proc. Am. Math. Soc., 146(7), 2785-2796, 2018
[4]Wang Haixu, Liu Hang and Tang Guoping, K2 of families of curves with non-torsion differences in divisorial support, J. Pure Appl. Algebra, 226(7), 2022.
[5]Liu Hang and Qin Hourong, Mahler measure of polynomials defining genus 2 and 3 curves, Experimental Math, 2022.

Personal Profile

My research interests are algebraic K theory, algebraic number theory, especially K theory of curves and group rings, Mahler measure of polynomials and special value of L function.

Educational experience

Work experience

Research Field

  • Algebraic K theory, algebraic number theory

Honors obtained

Academic Programs

Scientific research

  • [1]Liu Hang and Rob de Jeu, On the K2 group of certain families of curves, IMRN, 2015(21), 10929-10958, 2015 [2]Yang Zhengguo, Tang Guoping and Liu Hang, On the structure of K2(Z[C2×C2]), J. Pure Appl. Algebra, 221(4), 773-779, 2017 [3]Liu Hang and Chang Shan, On the K2 group of certain families of quartic curves, Proc. Am. Math. Soc., 146(7), 2785-2796, 2018 [4]Wang Haixu, Liu Hang and Tang Guoping, K2 of families of curves with non-torsion differences in divisorial support, J. Pure Appl. Algebra, 226(7), 2022. [5]Liu Hang and Qin Hourong, Mahler measure of polynomials defining genus 2 and 3 curves, Experimental Math, 2022.

Copyright School of Mathematical Sciences，Shenzhen University

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