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Numerical evaluation of Wiener integrals
1967
Mathematics of Computation
A systematic study of quadrature formulae for the Wiener integral j F[x]w(dx) of the type / F[6(u, ■ )]v(du) is presented. The Cameron and Vladimirov quadrature formulae, which are the function space analogues of Simpson's Rule, are shown to fit into this framework. Numerical results are included. * We choose thatWiener measure with <r = 2~1/2; see [3] for precise notation and definition.
doi:10.1090/s0025-5718-1967-0221753-0
fatcat:j2cmxa7k6jc7rb5eiljnnedwjm