The problem of discretization of Darboux integrable equations is considered. Given a Darboux integrable continuous equation, one can obtain a Darboux integrable differential-discrete equation, using the integrals of the continuous equation. In the present paper, the discretization of the differential-discrete equations is done using the corresponding characteristic algebras. New examples of integrable discrete equations are obtained.

中文翻译：

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达布可积离散模型的构建

考虑了达布可积方程的离散化问题。给定一个达布可积连续方程，可以使用该连续方程的积分获得一个达布可积微分离散方程。在本文中，微分离散方程的离散化是使用相应的特征代数来完成的。获得了可积离散方程的新例子。