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Michael Hartz: Multipliers and operator space structure of weak products

Time: Wed 2020-02-26 15.30 - 16.30

Lecturer: Michael Hartz

Location: Kräftriket, house 5, room 31

The classical Hardy space \(H^2\) on the unit disc, and more generally Hilbert spaces of holomorphic functions, play an important role in operator theory and function theory. Weak product spaces generalize the notion of \(H^1\) and were first studied using techniques from function theory and harmonic analysis.

I will talk about how weak product spaces carry the structure of an operator space and how this point of view makes it possible to characterize multipliers of weak products. This is joint work with Raphaël Clouâtre

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Belongs to: Department of Mathematics
Last changed: Feb 10, 2020