Abstract
It is known that many applied problems are reduced to boundary value problems for differential equations with non-regular data. There are some works devoted to the construction of difference schemes and the estimation of approximate solutions for these problems [1-3]. In this work the difference schemes for generalized solutions of some elliptic differential equations are constructed. Here we first consider the partial differential equations with the right-hand side defined by a linear functional, for example, by the Dirac distribution δ.
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