Essential cookies keep the library working. With your permission, we'd also like to use analytics to see what's useful and improve the experience. Read our Privacy Policy or Cookie Policy.
Checking your access to this record.
The Hermite-Pade approximants are studied for systems of Markov functions (introduced in this paper) with structure described by a graph. Results of an asymptotic nature are stated in terms of certain equilibrium problems of potential theory concerning vector potentials.
Copy in another style
Gonchar, A. A., Сабирова, Т. М., & Sorokin, V. N. (1997). Hermite-Pade approximants for systems of Markov-type functions. Sbornik Mathematics, 188(5), 671–696. https://doi.org/10.1070/sm1997v188n05abeh000225
Metadata is harvested from open-access indexes and can be incomplete. Check a citation against the published version before relying on it — see our open access & attribution policy.
Esperanza Marcos, Belén Vela
In Revista Colombiana de Computación
Palash Dutta, Gourangajit Borah
In New Mathematics and Natural Computation
Xianfang Sun, Xin Mi Yang
In Computational Visual Media
P. A. M. Dirac
In Canadian Journal of Mathematics