Artículos de revistas
APPLICATION OF A KHINTCHINE INEQUALITY TO HOLOMORPHIC MAPPINGS
Registro en:
Mathematische Nachrichten. Akademie Verlag Gmbh, v. 176, n. 65, n. 72, 1995.
0025-584X
WOS:A1995TG87200005
10.1002/mana.19951760106
Autor
FLORET, K
MATOS, MC
Institución
Resumen
After proving the Khintchine inequality for the n-Rademacher functions of ARON and GLOBVENIK With constants independent from n is an element of N, applications are given to the theory of polynomials and holomorphic functions between Banach spaces. In particular, the following result is proved: Every entire mapping from a Banach space into another one of cotype q, vanishing at the origin and of r-dominated type at zero for some r > 0 maps unconditionally 2-summable sequences into absolutely q-summable sequences. 176 65 72