Mejor Aproximante Local en Espacios de Orlicz con Entornos Balanceados

RIDOLFI, C.; FAVIER, S.

Mendoza. Argentina

Congreso; Reunión Anual de la UMA; 2008

Universidad Nacional de Cuyo

Abstract. In this paper we prove the existence of best multipointlocal -−approximation and ||.||-−approximation to a function f  in an Orlicz space L- from an N−dimensional space SN. The concept of -−balanced integer is considered since we deal with different speed of approaching the data on each of the real points x1, ..., xn.In this paper we prove the existence of best multipointlocal -−approximation and ||.||-−approximation to a function f  in an Orlicz space L- from an N−dimensional space SN. The concept of -−balanced integer is considered since we deal with different speed of approaching the data on each of the real points x1, ..., xn.