Phase Spaces, Parity Operators, and the Born-Jordan Distribution
Koczor, B
Ende, F
de Gosson, M
Glaser, S
Zeier, R
(14 Nov 2018)
Variational-State Quantum Metrology
Koczor, B
Endo, S
Jones, T
Matsuzaki, Y
Benjamin, S
(23 Aug 2019)
Quantum natural gradient generalised to noisy and non-unitary circuits
Koczor, B
Benjamin, S
(18 Dec 2019)
Measurement cost of metric-aware variational quantum algorithms
van Straaten, B
Koczor, B
(11 May 2020)
Fast computation of spherical phase-space functions of quantum many-body states
Koczor, B
Zeier, R
Glaser, S
(14 Aug 2020)
Quantum Analytic Descent
Koczor, B
Benjamin, S
(31 Aug 2020)
Exponential Error Suppression for Near-Term Quantum Devices
Koczor, B
(11 Nov 2020)
The Dominant Eigenvector of a Noisy Quantum State
Koczor, B
(01 Apr 2021)
Fri, 10 Dec 2021
16:00
16:00
Virtual
A gentle introduction to 1+1d noninvertible symmetries and gapped phases
Ying-Hsuan Lin
(Harvard)
Further Information
Note: ONLY virtual on Teams.
Fri, 03 Dec 2021
16:00
16:00
N4.01
G2 instantons in twisted M-theory
Jihwan Oh
(Oxford)
Further Information
It is also possible to join online via Zoom.
Abstract
Computing Donaldson-Thomas partition function of a G2 manifold has been a long standing problem. The key step for the problem is to understand the G2 instanton moduli space. I will discuss a string theory way to study the G2 instanton moduli space and explain how to compute the instanton partition function for a certain G2 manifold. An important insight comes from the twisted M-theory on the G2 manifold. This talk is based on a work with Michele del Zotto and Yehao Zhou.