基本介紹
- 中文名：林冰生
- 職業：教師
- 專業方向：數學物理
- 任職院校：華南理工大學
主講課程,研究方向,學術成果,
主講課程
《線性代數與解析幾何》、《機率論與數理統計》、《複變函數》、《初等數論》、《量子力學》、
《量子信息與量子計算》等。
研究方向
數學物理
學術成果
部分學術論文：
B.S. Lin, T.H. Heng, "Connes distance of 2D harmonic oscillators in quantum phase space", [arXiv: 2011.09627] (2020).
B.S. Lin, J. Xu, T.H. Heng, "Induced entanglement entropy of harmonic oscillators in non-commutative phase space", Mod. Phys. Lett. A 34(33), 1950269 (2019).
W. Chen,B.S. Lin*,"A groupoidification of the fermion algebra",Int. J. Theor. Phys.56(7), 2071 (2017).
B.S. Lin, T.H. Heng, "A relation of the noncommutative parameters in generalized noncommutative phase space",Chin. Phys. Lett.33(11), 110303 (2016).
Y.M. Yang, H.T. Ma,B.S. Lin, Z.J. Zheng, "Cluster algebra structure on the finite dimensional representations of affine quantum groupUq(Â3)",Chin. Phys. B24, 010201 (2015).
B.S. Lin, T.H. Heng, W. Chen, "Quantum field theory with a minimal length induced from noncommutative space",Commun. Theor. Phys.61, 605 (2014).
W. Chen,B.S. Lin*, "A diagrammatic approach to the categorical coherent state",J. Math. Phys.54, 113506 (2013).
B.S. Lin, Z.X. Wang, K. Wu, Z.F. Yang, "A diagrammatic categorification of the fermion algebra",Chin. Phys. B22, 100201 (2013).
