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Exact solutions of the Schrodinger equation for a class of hyperbolic potential well
《Chinese Physics B》2022年第4期109-115,共7页Xiao-Hua Wang Chang-Yuan Chen Yuan You Fa-Lin Lu Dong-Sheng Sun Shi-Hai Dong 
Project supported by the National Natural Science Foundation of China(Grant No.11975196);partially by SIP,Instituto Politecnico Nacional(IPN),Mexico(Grant No.20210414)。
We propose a new scheme to study the exact solutions of a class of hyperbolic potential well.We first apply different forms of function transformation and variable substitution to transform the Schrodinger equation in...
关键词：hyperbolic potential well Schrodinger equation Wronskian determinant confluent Heun function 
Quantum Monte Carlo study of the dominating pairing symmetry in doped honeycomb lattice被引量：1
《Chinese Physics B》2019年第7期434-438,共5页Xingchuan Zhu Tao Ying Huaiming Guo Shiping Feng 
Project supported by the National Natural Science Foundation of China(Grant Nos.11774019,11504067,11574032,and 11734002);the National Key Research and Development Program of China(Grant No.2016YFA0300304);the Fundamental Research Funds for the Central Universities,China(Grant No.HIT.NSRIF.2019057)
We perform a systematic determinant quantum Monte Carlo(DQMC) study of the dominating pairing symmetry in a doped honeycomb lattice.The Hubbard model is simulated over a full range of filling levels for both weak and ...
关键词：DETERMINANT QUANTUM MONTE Carlo(DQMC) simulation HONEYCOMB lattice SUPERCONDUCTING PAIRING symmetry 
Slater determinant and exact eigenstates of the two-dimensional Fermi–Hubbard model
《Chinese Physics B》2018年第7期264-267,共4页Jun-Hang Ren Ming-Yong Ye Xiu-Min Lin 
Project supported by the National Natural Science Foundation of China(Grant No.11674059);Natural Science Foundation of Fujian Province,China(Grant Nos.2016J01008 and 2016J01009)
We consider the construction of exact eigenstates of the two-dimensional Fermi-Hubbard model defined on an L ×L lattice with a periodic condition. Based on the characteristics of Slater determinants, several methods ...
关键词：Hubbard model exact eigenstate Slater determinant 
The Wronskian technique for nonlinear evolution equations
《Chinese Physics B》2016年第1期514-519,共6页成建军 张鸿庆 
supported by the National Natural Science Foundation of China(Grant Nos.51379033,51522902,51579040,J1103110,and 11201048)
The investigation of the exact traveling wave solutions to the nonlinear evolution equations plays an important role in the study of nonlinear physical phenomena. To understand the mechanisms of those physical phenome...
关键词：nonlinear evolution equations Wronskian determinant Young diagram 
Zero-determinant strategy:An underway revolution in game theory被引量：4
《Chinese Physics B》2014年第7期164-170,共7页郝东 荣智海 周涛 
supported by the National Natural Science Foundation of China(Grant Nos.61004098 and 11222543);the Program for New Century Excellent Talentsin Universities of China(Grant No.NCET-11-0070);the Special Project of Youth Science and Technology Innovation Research Team of Sichuan Province;China(Grant No.2013TD0006);the Research Foundation of UESTC and Scholars Program of Hong Kong(Grant No.G-YZ4D)
Repeated games describe situations where players interact with each other in a dynamic pattern and make decisions ac- cording to outcomes of previous stage games. Very recently, Press and Dyson have revealed a new cla...
关键词：zero-determinant strategy prisoner＇s dilemma evolution of cooperation repeated game 
Wronskian and Grammian solutions for the(3+1)-dimensional Jimbo—Miwa equation
《Chinese Physics B》2012年第12期153-160,共8页苏朋朋 唐亚宁 陈妍呐 
Project supported by the National Natural Science Foundation of China(Grant Nos.11202161 and 11172233);the Basic Research Fund of the Northwestern Polytechnical University,China(Grant No.GBKY1034)
In this paper, based on Hirota＇s bilinear method, the Wronskian and Grammian techniques, as well as several properties of the determinant, a broad set of sufficient conditions consisting of systems of linear partial ...
关键词：（3＋1）-dimensional Jimbo-Miwa equation Wronskian determinant Grammian determi- nant exact solution 
Semiclassical propagator and van Vleck in a mixed position-momentum determinant space
《Chinese Physics B》2006年第5期919-922,共4页杨光参 
In this paper a semiclassical propagator in a mixed position-momentum space is derived in the formalism of Maslov＇s multi-dimensional semiclassical theory. The corresponding mixed van Vleck determinant is also given ...
关键词：semiclassical theory PROPAGATOR mixed space 
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