Separate weak*-continuity of the triple product in dual real JB*-triples.

Separate weak-continuity of the triple product in dual real JB-triples.

We prove that, if E is a real JB*-triple having a predual E_* then E_* is the unique predual of E and the triple product on E is separately \sigma(E,E_*)-continuous.

(To appear in Math. Z.)

WSCTP.dvi (48 KB)
WSCTP.pdf (148 KB)

J. Martínez <jmmoreno@goliat.ugr.es>

A. M. Peralta <aperalta@goliat.ugr.es>