Artículos de revistas
Best L 2 local approximation on two small intervals
Fecha
2016-02Registro en:
Cuenya, Hector Hugo; Ferreyra, David Eduardo; Ridolfi, Claudia Vanina; Best L 2 local approximation on two small intervals; Taylor & Francis; Numerical Functional Analysis And Optimization; 37; 2; 2-2016; 145-158
0163-0563
1532-2467
CONICET Digital
CONICET
Autor
Cuenya, Hector Hugo
Ferreyra, David Eduardo
Ridolfi, Claudia Vanina
Resumen
In this article, we introduce the τ condition, which is weaker than the L2 differentiability. If a function satisfies the τ condition on two points of, we prove the existence and characterization of the best local polynomial approximation on these points.