INVESTIGADORES
CARANDO Daniel German
artículos
Título:
Every Banach ideal of polynomials is compatible with an operator ideal
Autor/es:
DANIEL CARANDO; VERÓNICA DIMANT; SANTIAGO MURO
Revista:
MONATSHEFETE FUR MATHEMATIK
Editorial:
SPRINGER WIEN
Referencias:
Año: 2012 vol. 165 p. 1 - 14
ISSN:
0026-9255
Resumen:
We show that for each Banach ideal of homogeneous polynomials, there exists a (necessarily unique) Banach operator ideal compatible with it. Analogously, we prove that any ideal of $n$-homogeneous polynomials belongs to a coherent sequence of ideals of $k$-homogeneous polynomials.
