An index for inclusions of operator systems

Roy Araiza (UIUC)

04-Apr-2023, 19:30-20:30 (3 years ago)

Abstract: Motivated by the initial work of Jones, Pimsner, and Popa in studying the index of inclusions of II_1 factors, I will present an analogue to the ``classical index'' in the operator system category. After going through some background and initial motivation, our goal will be to connect this new ``completely positive index’’ of operator systems arising from finite graphs, to the Lovasz theta invariant.

HEP - theorymathematical physicsquantum physics

Audience: researchers in the topic

( video )


Purdue HET

Series comments: The recorded talks will be available on YouTube here: www.youtube.com/playlist?list=PLxU3vHZccQj64m9zsQR74D5WP1z1g4t1J

Organizers: Nima Lashkari*, Shoy Ouseph*, Kwing Lam Leung
*contact for this listing

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