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Titel: Problem of interpolation of functions by two-dimensional continued fractions
Autoren: Pahirya, M. M.
Пагіря, Михайло Михайлович
Svyda, T. S.
Stichwörter: problem of interpolation of functions
two-dimensional continued fractions
двовимірні тривалі дроби
проблема інтерполяції функцій
Erscheinungsdatum: 2006
Zusammenfassung: The problem of interpolation of functions of two real variables by two-dimensional continued fractions was studied by Kuchmins’ka [1] and Cuyt [2]. Later, this problem was investigated in [3–6], where, in particular, a somewhat different algorithm for the determination of the coefficients of the interpolational two-dimensional continued fraction was proposed and the method was generalized to the problem of interpolation of functions of three real variables by three-dimensional continued fractions. Other types of interpolational two-dimensional continued fractions were considered in [7–9]. In the present paper, we continue the investigations begun in [9].
Beschreibung: Pahirya M. M. Problem of interpolation of functions by two-dimensional continued fractions / M. M. Pahirya, T. S. Svyda // Ukrainian Mathematical Journal. - 2006. - volume 58. - Р. 954-966
URI: http://dspace.msu.edu.ua:8080/jspui/handle/123456789/6810
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