Thu, 30 Jul 2020

16:00 - 16:45
Virtual

Quantum Limits

Veronique Fischer
(University of Bath)
Abstract

Quantum limits are objects describing the limit of quadratic quantities (Af_n,f_n) where (f_n) is a sequence of unit vectors in a Hilbert space and A ranges over an algebra of bounded operators. We will discuss the motivation underlying this notion with some important examples from quantum mechanics and from analysis.

Further Information

Part of UK virtual operatpr algebras seminar.

Decidability in local and global fields
 Koenigsmann, J Proceedings of the International Congress of Mathematicians, ICM 2018 volume 2 63-78 (01 Jan 2018)
Comments on goodness-of-fitmeasures in binary choice models by frank windmeijer
 Veall, M Zimmermann, K Econometric Reviews volume 14 issue 1 117-120 (Jan 1995)
Technological Change Around The World: Evidence From Heart Attack Care
 Network, T Health Affairs volume 20 issue 3 25-42 (May 2001)
Goodness-of-fit measures in binary choice models
 Windmeijer, F Econometric Reviews volume 14 issue 1 101-116 (Jan 1995)
R-Squared Measures for Count Data Regression Models With Applications to Health-Care Utilization
 Cameron, A Windmeijer, F Journal of Business and Economic Statistics volume 14 issue 2 209-220 (Apr 1996)
The asymptotic distribution of the sum of weighted squared residuals in binary choice models
 Windmeijer, F Statistica Neerlandica volume 44 issue 2 69-78 (Jun 1990)
A goodness‐of‐fit test in the multinomial legit model based on weighted squared residuals
 Windmeijer, F Statistica Neerlandica volume 48 issue 3 271-283 (29 Nov 1994)
The Maximum Rank Correlation Estimator and the Rank Estimator in Binary Choice Models
 Windmeijer, F Econometric Theory volume 9 issue 2 313-313 (11 Apr 1993)
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