Haagerup L^p spaces

Időpont:
2018. 09. 19. 16:00
Hely:
H306
construction of an $L^p$ space associated with a von Neumann algebra.
isomorphic to $L^\infty(X,\mu)$ for some standard measure space, and to
such a space one associates the $L^p$ spaces in the usual sense. For a
semifinite von Neumann algebra $M$ with faithful normal semifinite trace
$\tau$, Dixmier, Segal and Kunze introduced a space $L^p(M,\tau)$,
semifinite ones it is isometrically isomorphic to $L^p(M,\tau)$ for any
faithful normal semifinite trace $\tau$.