2019 1. Yuan Bao Kang. Quantum Markov semi-groups for continuous-time open quantum random walk,Quantum Information Processing, 2019, 18(6) , June, DOI: 10.1007/s11128-019-2294-6(SCI,2.433, 二区) 2. Yuan Bao Kang. Martingale Representation Theorem for G-Brownian Motion, Stochastic Analysis and Applications,2019,37(1):19-35.(SCI,1.035) 3. Yuan Bao Kang. The application of multi-dimensional Jensen’s inequality for G-martinggale, Stochastic Analysis and Application,2019,37(3):499-508.(SCI,1.035) 2016 1.Quantum decomposition of random walk on Cayley graph of finite group,Physica-A,2016(458): 146-156(SCI,2.924,三区) 2.康元宝. 多维连续时间量子随机游动的Ito公式[J].数学物理学报,2016(4):771-782(CSCD) 2015 1.Yuanbao Kang, Caishi Wang, Quantum stochastic integral representations on interacting Fock space[J], J. Theor. Probab. 2015,28(3): 1007-1027(SCI,0.857,三区) 2.Quantum stopping times stochastic integral in the interacting Fock space[J].Journal of Mathematical Physics Volume 56, Issue 8, Id083508(SCI,1.243, 三区) 2014 1.Yuanbao Kang, Caishi Wang, Quantum random walk polynomial and quantum random walk measure[J], Quantum information processing, 2014, 13(5), 1191-1209.(SCI, 2.96,二区) 2.Yuanbao Kang, Caishi Wang, Asymptotic spectral distributions of Manhattan products of Cn#Pm[J], Quantum information processing, 2014, 13(11), 2499-2511. (SCI,2.96,二区) 3.Yuanbao Kang, Caishi Wang, Itformula for one-dimensional continuous-time quantum random walk[J], Physica A: Statistical Mechanics and its Applications, 2014, 01(414) , 154–162.(SCI, ) 2012 1. 康元宝、冯德成,一类新的多维函数形式的单调类定理,数学杂志,2012,32(6): 1063-1068;(CSCD) 2011 1. 冯德成、康元宝,一个新的多维函数形式的单调类定理,西北师范大学学报, 2011,47(4):29-31. |