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Constructive method for solvability of Fredholm equation of the first kind

机译:第一种弗雷德霍姆方程可溶性的结构方法

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The solvability and construction of the general solution of the first kind Fredholm integral equation are among the insufficiently explored problems in mathematics.There are various approaches to solve this problem. We note the following methodsfor solving of ill-posed problem: regularization method, the method of successive approximations, the method of undetermined coefficients. The purpose of this work is tocreate a new method for solvability and construction of solution of the integral equation of the first kind. As it follows from the foregoing, the study of the solvability andconstruction of a solution of the Fredholm integral equation of the first kind is topical.A new method for studying of solvability and construction of a solution for Fredholmintegral equation of the first kind is proposed. Solvability conditions and the construction method of an approximate solution of the integral Fredholm equation of the firstkind are obtained.
机译:第一类Fredholm积分方程的一般解决方案的可解性和构造是数学中不充分探索的问题。解决这个问题是各种方法。我们注意到求解不良问题的以下方法:正规化方法,连续近似的方法,未确定系数的方法。这项工作的目的是一种新方法,用于解放第一类整体方程的解溶液的可解性和构造。如前所未有的那样,提出了对第一种弗雷霍姆积分方程溶液的可解性和施加的研究是局部的。提出了一种研究可溶性和第一种方法的弗雷霍姆integral等式的解决方案的新方法。获得了第一期的整体Fredholm方程的近似解的可溶力条件和施工方法。

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