L/sup p/ norm convergence of rational orthonormal basis function expansions
Zoltán Szabó, J. Bokor · 2003
In this paper model sets for discrete-time LTI systems that are spanned by generalized orthonormal basis functions are investigated. It is established that the partial sums of Fourier series of generalized orthonormal basis expansions converge in all the spaces L/sup p/ and H/sup p/, 1<p