THE FINITE-SECTION APPROXIMATION FOR HAMMERSTEIN INTEGRAL EQUATION ON THE HALF-LINE
半直线上的Hammerstein积分方程的有限截段逼近

This paper discusses the numerical solutions of the Hammerstein integral equa-tion on the half-line. It is obtained that the set of solutions for finite-section appro-ximate equations corresponding to the original integral equation converges to theset of solutions for the original integral equation in the sense of strict convergence.