This article is cited in 1 paper

Stability bounds for solutions of some conditionally well-posed problems on a set containing discontinuous functions

S. L. Logunov

Moscow

Abstract: Stability bounds for the solutions of conditionally well-posed problems for the case when the variation and the maximum absolute value of the solutions are bounded by known constants are derived. Differentiation problems, Volterra and Abel integral equations, and convolution equations are considered.

UDC: 517.988.68

MSC: Primary 47J20; Secondary 45E10, 47G10

Received: 28.09.1989
Revised: 14.02.1990

 English version: USSR Computational Mathematics and Mathematical Physics, 1990, 30:6, 1–9

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