Free Probability and Operators

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Date Time	Location	Speaker	Title – click for abstract
01/27 4:00pm	BLOC 306	Ken Dykema TAMU	*On spectral and decomposable operators in finite von Neumann algebras.* We describe spectral and decomposable operators on Hilbert spaces and then, in the case of operators belonging to finite von Neumann algebras, relate these properties to the Haagerup-Schultz subspaces of the operators. Finally, we will examine certain such operators arising naturally in free probability theory.
02/03 4:00pm	BLOC 306	Ken Dykema TAMU	*On spectral and decomposable operators in finite von Neumann algebras. (cont.)* We describe spectral and decomposable operators on Hilbert spaces and then, in the case of operators belonging to finite von Neumann algebras, relate these properties to the Haagerup-Schultz subspaces of the operators. Finally, we will examine certain such operators arising naturally in free probability theory.
02/10 4:00pm	BLOC 306	Ken Dykema TAMU	*On spectral and decomposable operators in finite von Neumann algebras. (cont.)* We describe spectral and decomposable operators on Hilbert spaces and then, in the case of operators belonging to finite von Neumann algebras, relate these properties to the Haagerup-Schultz subspaces of the operators. Finally, we will examine certain such operators arising naturally in free probability theory.
02/27 09:00am	ZOOM	March Boedihardjo ETH Zurich	*TBA*
03/06 09:00am	ZOOM	March Boedihardjo ETH Zurich	*TBA*

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