Nyström 1928: discretise integral equation ∫K(x,t)f(t)dt = g(x) via quadrature rule → linear system for f at nodes. Convergence O(h^p) where p is quadrature order. Standard numerical method for Fredholm integral equations.
Nyström 1928: discretise integral equation ∫K(x,t)f(t)dt = g(x) via quadrature rule → linear system for f at nodes. Convergence O(h^p) where p is quadrature order. Standard numerical method for Fredholm integral equations.