Abstract
The problem is to find a point z such that y(z) = M where M is a given real number and y(x) is the unique solution of a Volterra integral equation of the first kind. A fourth order method illustrates the algorithm to be described.
The problem is to find a point z such that y(z) = M where M is a given real number and y(x) is the unique solution of a Volterra integral equation of the first kind. A fourth order method illustrates the algorithm to be described.
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