Interpolation methods for multivalued functions
Dedicated to Professor Gheorghe Coman on the occasion of his 80th anniversary
Keywords:
Numerical interpolation, spline functions.Abstract
The aim of these article is to study the interpolation problem for multi- valued functions. We give some methods for the approximation of these functions.
Mathematics Subject Classification (2010): 65D05, 65D07.
References
Coman, Gh., Shepard operators of Birkho-type, Calcolo, 35(1998), 197-203.
Coman, Gh., Trmbitas, R., Combined Shepard univariate operators, East Journal on Approximations, 7(2001), 471483.
Coman, Gh., Birou, M., Osan, C., Somogyi, I., Catinas, T., Oprisan, A., Pop, I., Todea, I., Interpolation operators, Ed. Casa Cartii de Stiinta, Cluj-Napoca, 2004.
Catinas, T., Interpolation of scattered data, Ed. Casa Cartii de Stiinta, Cluj-Napoca, 2007.
Sauer, T., Polynomial interpolation of minimal degree, Numer. Math., 78(1997), 59-85.
Trmbitas, R., Univariate Shepard-Lagrange interpolation, Kragujevac J. Math., 24(2002), 85-94.
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