title: Sampling theory for linear integral transforms.
abstract: A sampling theorem is developed to reduce integration error in matrix-vector and linear multiplexing processors that perform discrete versions of continuous linear operations. By simply filtering the operation kernel before sampling, one can perform integration-error-free processing on inputs sampled at their Nyquist rate. Example applications to Laplace and Hilbert transformation are presented.
authors.forename: R J
authors.initials: RJ
authors.lastname: Marks Ii