Power Series Equivalent to Rational Functions: A Shifting-Origin Kronecker Type Theorem, and Normality of Padé Tables. D.S. Lubinsky — 1989 Numerische Mathematik
On Uniform Convergence of rational, Newton-Padé Interpolants of Type (n, n) with Free Poles as n..... D.S. Lubinsky — 1987 Numerische Mathematik
Convergence of Padé approximants for a q-hypergeometric series (Wynn's Power Series III). (Summary). K.A. Driver; D.S. Lubinsky — 1992 Aequationes mathematicae
Convergence of Padé approximants for a q-hypergeometric series (Wynn's Power Series I). (Summary). K.A. Driver; D.S. Lubinsky — 1991 Aequationes mathematicae
Convergence of Padé approximations for a q-hypergeometric series (Wynn's Power Series I). K.A. Driver; D.S. Lubinsky — 1991 Aequationes mathematicae
Convergence of Padé approximants for a q-hypergeometric series (Wynn's Power Series III). K.A. Driver; D.S. Lubinsky — 1993 Aequationes mathematicae
Small values of polynomials: Cartan, Pólya and others. Lubinsky, D.S. — 1997 Journal of Inequalities and Applications [electronic only]
Bernstein's weighted approximation on ℝ still has problems. Lubinsky, D.S. — 2006 ETNA. Electronic Transactions on Numerical Analysis [electronic only]
Open problems in constructive function theory. Baratchart, L.; Martínez-Finkelshtein, A.; Jimenez, D.; Lubinsky, D.S.; Mhaskar, H.N.; Pritsker, I.; Putinar, M.; Stylianopoulos, N.; Totik, V.; Varju, P.; Xu, Y. — 2006 ETNA. Electronic Transactions on Numerical Analysis [electronic only]