Nagoya Math-Phys Seminar

HEP - theory mathematical physics

Audience:	Researchers in the topic
Seminar series times:	No fixed schedule
Organizer:	Masashi Hamanaka*
	*contact for this listing

Zoom link will be shown at the seminar website 2 hours before the start of the seminar. (In the case that the seminar website is dead, it will be displayed here.)

Slides and videos of the talks will be uploaded at the seminar website.

Upcoming talks

Past talks

Your time			Speaker	Title
Fri	Nov 13	08:00	Ricardo Monteiro	Self-dual theories, celestial algebras and Moyal deformations
Fri	Oct 30	07:30	Tristan McLoughlin	Soliton Scattering in anti-self-dual Yang-Mills theory
Mon	Aug 31	07:30	Lionel Mason	Celestial Holography and the S-algebra
Mon	Aug 31	05:45	Lionel Mason	Twistors for Gravitational instantons
Fri	Feb 20	08:00	David Skinner	Topological Strings on the Beach
Fri	Jan 16	08:00	Vincent Caudrelier	Classical Yang-Baxter equation, Lagrangian multiforms and ultralocal integrable hierarchies
Fri	Jul 18	08:00	Mats Vermeeren	Lagrangian multiforms and conservation laws
Fri	Mar 14	08:30	Richard Szabo	Double copy of noncommutative gauge theory
Fri	Sep 13	08:00	Junya Yagi	3D integrability in gauge theories
Thu	May 09	08:00	Yuri Suris	E. Noether's variational symmetries and pluri-Lagrangian systems
Thu	Dec 21	08:00	Meer Ashwinkumar	Dualities and Discretizations of Integrable Quantum Field Theories from 4d Chern-Simons Theory
Thu	Nov 09	08:00	Artur Sergyeyev	Infinitely many new (3+1)-dimensional integrable systems from contact geometry
Thu	Oct 19	08:00	Francis Howard	Particles and p－Adic Integrals of Spin(1/2): Spin Lie Group, R(ρ, q)－gamma and R(ρ, q)－ beta Functions, Ghost and Applications
Thu	Sep 14	08:00	Frank Nijhoff	Lagrangian multiforms, the Darboux-KP system and Chern-Simons theory in infinite-dimensional space
Fri	Jul 21	00:30	Atul Sharma	Burns holography
Fri	Jun 16	00:30	Roland Bittleston	Classical and Quantum Integrability in Self-Dual Gravity
Thu	Jun 15	00:30	Roland Bittleston	Overview of Classical and Quantum Integrability in Four Dimensions

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