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LEIBNIZ′FORMULA OF GENERALIZED DIFFERENCE WITH RESPECT TO A CLASS OF DIFFERENTIAL OPERATORS AND RECURRENCE FORMULA OF THEIR GREEN′S FUNCTION 被引量:1
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作者 许跃生 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1984年第3期1359-1364,共6页
In this paper, Leibniz' formula of generalized divided difference with respect to a class of differential operators whose basic sets of solutions have power form, is considered. The recurrence formula of Green fun... In this paper, Leibniz' formula of generalized divided difference with respect to a class of differential operators whose basic sets of solutions have power form, is considered. The recurrence formula of Green function about the operators is also given. 展开更多
关键词 LEIBNIZ S FUNCTION FORMULA OF GENERALIZED DIFFERENCE WITH RESPECT TO A CLASS OF DIFFERENTIAL OPERATORS AND RECURRENCE FORMULA OF THEIR green
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Multi-step shot noise spectrum induced by a local large spin
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作者 牛鹏斌 石云龙 +1 位作者 孙祝 聂一行 《Chinese Physics B》 SCIE EI CAS CSCD 2015年第12期512-516,共5页
We use non-equilibrium Green's function method to analyze the shot noise spectrum of artificial single molecular magnets(ASMM) model in the strong spin–orbit coupling limit in sequential tunneling regime, mainly f... We use non-equilibrium Green's function method to analyze the shot noise spectrum of artificial single molecular magnets(ASMM) model in the strong spin–orbit coupling limit in sequential tunneling regime, mainly focusing on the effects of local large spin. In the linear response regime, the shot noise shows 2S + 1 peaks and is strongly spin-dependent.In the nonlinear response regime, one can observe 2S + 1 steps in shot noise and Fano factor. In these steps one can see the significant enhancement effect due to the spin-dependent multi-channel process of local large spin, which reduces electron correlations. 展开更多
关键词 artificial single molecular magnet Hubbard operator green's function shot noise
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