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Title article: A POSTERIORI ESTIMATION OF SMOOTHNESS OF LINEAR IRREGULAR OPERATOR EQUATION IN HILBERT SPACE FROM THE OBSERVED CONVERGENCE RATE OF DISCREPANCY OF ITERATION METHOD FOR APPROXIMATE SOLUTION
UDC: 517.983.54
Section: NATURAL SCIENCES
Authors: Kljuchev V. V.
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The elementary explicit iteration method for approximate solution of linear irregular operator equation in Hilbert space is under consideration. In case of the integral equation of the first kind with Green operator of boundary problem for second order ODE the application of the iteration method for approximate solution illustrates the dependence between smoothness of the problem solution and convergence rate of the iteration method discrepancy, well-known in theory.

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