F. Sukochev

collaborators

2 papers

math.OA2026

Trigonometric bases in noncommutative $L_{p} (T_{θ}^{d})$ spaces and associated partial sum operators

B. Ozbekbay, F. Sukochev, K. Tulenov

We develop a harmonic-analytic method for constructing a generalized trigonometric system in noncommutative $L_{p} (T_{θ}^{d})$ spaces arising from the strongly continuous repres…

math.OA2008

The Haar system in the preduals of hyperfinite factors

Denis Potapov, Fyodor Sukochev

We shall present examples of Schauder bases in the preduals to the hyperfinite factors of types $II_{1}$ , $II_{\infty}$ , $III_{λ}$ , $0 < λ \leq 1$ . In the semifinite…

Trigonometric bases in noncommutative Lp​(Tθd​) spaces and associated partial sum operators

The Haar system in the preduals of hyperfinite factors

Trigonometric bases in noncommutative $L_{p} (T_{θ}^{d})$ spaces and associated partial sum operators