Grothendieck's theorem and factorization of operators in Jordan triples
The authors show an alternative approach to Grothendieck's theorem for JB *-triples and prove that any operator from a JB *-triple to a finite cotype Banach space factors through an interpolation space \(L_{q1(\phi)}\) associated with a function \(\phi\) of J, extending \textit{G. Pisier}'s factorization theorem for C *-algebras [Publ. Am. Math. Soc. CBMS 60, Amer. Math. Soc. (1986)].
Grothendieck's theorem for \(JB^*\)-triples
scientific article; zbMATH DE number 4058215
scientific article