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We present a discretization of the Jacobi last multiplier, with some applications to the computation of solutions of difference equations.
Abstract: We study integrable hierarchies associated with spectral problems of the form $P\psi=\lambda Q\psi$ where $P,Q$ are difference operators. The corresponding nonlinear differential-difference ...
In this paper, we firstly establish the discrete time and finite state reflected backward stochastic difference equations(DF-RBSDEs for short); then we explore the corresponding basic properties and t...
It is shown that the Poissonian-like process with slowly diffusing-like time-dependent average interevent time may be represented as the superstatistical one and exhibits 1= f noise. The distribution ...
2005Vol.44No.6pp.964-966DOI: Clarkson-Kruskal Direct Similarity Approach for Differential-Difference Equations SHEN Shou-Feng Department of Mathematics, Zhejiang Univers...
2005Vol.43No.3pp.385-388DOI: Applications of Jacobi Elliptic Function Expansion Method for Nonlinear Differential-Difference Equations XU Gui-Qiong1 and LI Zhi-Bin2 1 D...
2004Vol.41No.5pp.645-648DOI: Lie Point Symmetries of Differential-Difference Equations DING Wei1 and TANG Xiao-Yan2,3 1 Department of Applied Mathematics, Shanghai Jiao...

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