Fast Classical Simulation of Quantum Circuits via Parametric Rewriting in the ZX-Calculus
Sutcliffe, M
Kissinger, A
Electronic Proceedings in Theoretical Computer Science
volume 426
247-269
(20 Aug 2025)
doi:10.4204/eptcs.426.10
Megadyke propagation down dynamic topography
Davis, T
Li, Y
Pusok, A
Katz, R
doi:10.31223/x5rf2g
Space and Time Cost of Continuous Rotations in Surface Codes
Sun, Z
Koczor, B
(08 Aug 2025)
Coupled G2-instantons
Da Silva, A
Garcia-Fernandez, M
Lotay, J
Sa Earp, H
International Journal of Mathematics
volume 37
issue 05n06
(19 Sep 2025)
doi:10.1142/s0129167x25420029
Entanglement and local holography in quantum gravity
Wong, G
International Journal of Modern Physics D
2544021
(15 Oct 2025)
doi:10.1142/s0218271825440213
Nonsemisimple noninvertible symmetry
Delcamp, C
Heng, E
Yu, M
Physical Review B
volume 112
issue 8
085135
(01 Aug 2025)
doi:10.1103/nbf9-ywmd
Mon, 27 Oct 2025
14:15
14:15
L4
Hurwitz-Brill-Noether Theory via K3 Surfaces
Sohelya Feyzbakhsh
(Imperial College London)
Abstract
I will discuss the Brill-Noether theory of a general elliptic 𝐾3 surface using wall-crossing with respect to Bridgeland stability conditions. As an application, I will provide an example of a general 𝑘-gonal curve from the perspective of Hurwitz-Brill-Noether theory. This is joint work with Gavril Farkas and Andrés Rojas.
Tue, 21 Oct 2025
15:30
15:30
L4
Vector fields on intrinsic mirrors
Mark Gross
(Cambridge)
Abstract
Siebert and I gave a general construction of mirror partners to log
Calabi-Yau pairs, we called these mirror partners "intrinsic mirrors". This talk
is about a small part of a larger project with Pomerleano and Siebert aimed
at understanding this construction at a deeper level. I will explain how to
construct vector fields on the mirror using enumerative geometry of the original
log Calabi-Yau pair.
Natural protein structures have evolved exceptional robustness to mutations
von der Dunk, S
Dingle, K
Louis, A
Snel, B
Hogeweg, P
doi:10.1101/2025.08.27.672565
RNA secondary structures are conserved but random
von der Dunk, S
Martin, N
Dingle, K
Louis, A
doi:10.1101/2025.08.18.670923