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On considere la solution approchee des equations integrales de la forme y(t)-∫ 0 ∞ k(t,s)y(s)ds=f(t) comportant des noyaux du type de Wiener-Hopf. On etablit la convergence uniforme de la solution approchee de section finie vers la solution. On traite un exemple numerique

Integral Equations on the Half-Line: A Modified Finite-Section Approximation