Barbara Strozzi (1619-1677) was a prolific composer of secular music - she produced very little sacred music. She also had to navigate a world of men and musical patronage (or lack of it in her case). As the song say, 'What Can One Do'?

German soprano Simone Kermes is the vocalist.

New Focaccias - Turkey, ham & pepperoni focaccia with tomato, red onion & Cajun mayo. £4.90. Make it a meal deal: add a snack and a drink for £6.95.

Sweet Bites - beignets (jam-filled doughnut balls): £1 each or six for £5

Add any muffin to your hot or cold drink for only £2 after 2:00 p.m every day in April.

Neal Street Rewards

Buy five creams and get your sixth free.

Mon, 01 Jun 2026
14:15
L4

TBA

Carlos Ochoa Flores
((Mathematical Institute University of Oxford))
Mon, 15 Jun 2026
13:30
C1

TBA

Max Ryder
((Mathematical Institute University of Oxford))
Abstract

TBA

Mon, 08 Jun 2026
13:30
C1

TBA

Brian Chan
((Mathematical Institute University of Oxford))
Abstract

TBA

Mon, 01 Jun 2026
13:30
C1

TBA

Randy Pham
((Mathematical Institute University of Oxford))
Abstract

TBA

Mon, 25 May 2026
13:30
C1

TBA

Josep Fontana McNally
((Mathematical Institute University of Oxford))
Abstract

TBA

Mon, 18 May 2026
13:30
C1

Single generation of C*-algebras

Jakub Curda
((Mathematical Institute University of Oxford))
Abstract

One of the problems posed by Kadison in 1967 asks whether every separably acting von Neumann algebra is generated by a single element. The problem remains open in its full generality but significant progress has been made since. One can of course ask the same question in the C*-algebraic setting where, however, counterexamples are abundant even among commutative C*-algebras. I will give an overview of the history of the problem and then discuss some recent results on single generation of C*-algebras associated to graphs and C*-algebras with Cartan subalgebras.

Mon, 11 May 2026
13:30
C1

TBA

Joseph Gondek
((Mathematical Institute University of Oxford))
Abstract

TBA

Mon, 04 May 2026
13:30
C1

Almost-homomorphisms on C*-algebras

Jenny Pi
((Mathematical Institute University of Oxford))
Abstract

We consider the question of whether almost-homomorphisms are close to honest homomorphisms. I’ll survey a few historical results, with different source/target collections of algebras, and also consider what to take as the definition of “almost-homomorphisms”. If we end up having time, I will sketch an elementary proof that almost-characters from commutative C*-algebras are close to honest characters.

Subscribe to