Discrete Laguerre-Sobolev expansions: A Cohen type inequality

C. Markett proved a Cohen type inequality for the classical Laguerre expansions in the appropriate weighted $L^p$ spaces. In this paper, we get a Cohen type inequality for the Fourier expansions in terms of discrete Laguerre–Sobolev orthonormal polynomials with an arbitrary (finite) number of mass points. So, we extend the result due to B. Xh. Fejzullahu and F. Marcell'an.