The Princeton Colloquium Lectures On Mathematics Delivered September 15 to 17
The Princeton Colloquium Lectures On Mathematics Delivered September 15 to 17
American Mathematical Society
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Hence the sequence P n (x) converges uniformly to a continuous function y(x] on the interval The equations Pn(x) = 77 + f Pn'Wdx = 77 + f {/(*, P n ) + Pn }dx J( J t hold for every n, and the sequences {f(x, P n ) } and { p n } approach uniformly the limits f(x, y(x}) and zero, respectively. Hence y(x) = 77 + J /(a:, from which it follows by differentiation that y(x) is a solution of the differential equation. It is easy to show by means of the convergence inequality that there is only one cont...inuous solution y = y(x) of the dif- ferential equation (1) in the region R and passing through (, 77). For suppose there were another, Y(x), distinct from y(x) at a value x' > . There would then be a value 1
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