2024 SEUYC Theoretical Physics Seminars -- Upcoming

发布者:杨璐发布时间:2024-01-23浏览次数:266

2024年丘成桐中心理论物理研讨会


Upcoming Seminars in 2024

  

Date

Name
Title

Apr. 16th (Tues.), 2024

16:00-17:00

Carlos Nunez 

(Swansea University)

Aspects of gauge-strings duality

Abstract

I will present recent advances in the duality between gauge fields and strings. In particular I will focus on holographic dual to field theories with a UV-conformal point and confining IR dynamics with large number of colours and flavours. The presentation is planned to be pedagogical, avoiding many technical details, trying to convey the main idea. The talk is based on the papers I published in the last five months and work in progress.

Apr. 23rd (Tues.), 2024

16:00-17:00

Congkao Wen

(Queen Marry University of London)

TBA

Abstract

TBA

Apr. 30th (Tues.), 2024

16:00-17:00

Fabio Apruzzi

(University of Padua, INFN, Italy)

TBA

Abstract

TBA

May 7th (Tues.), 2024

16:00-17:00

Jin Chen

(Xiamen University)
TBA

Abstract

TBA

May 14th (Tues.), 2024

16:00-17:00

Scott Collier

 (MIT)

TBA

Abstract

TBA

June 18th (Tues.), 2024

16:00-17:00

Jun Nian

(University of Chinese Academy of Sciences)

TBA

Abstract

TBA

June 20th (Thur.), 2024

16:00-17:00

Song He

(Jilin University)

TBA

Abstract

TBA


  

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We organize theoretical physics seminars regularly. The seminars are broadcasted online mostly by Zoom (sometimes in other methods). Interested people are free to join without registration in advance.

The Zoom info is

 URL: https://us02web.zoom.us/j/3854420225?pwd=SXY4eWJKOTBFZWJDaE16aXpTamY1QT09

 Meeting ID: 385 442 0225

 Passcode: yauc

 and China Standard Time (UTC+8) is used.


If you wish to give a talk, please write to any one of the faculty members. For other workshops, contact the organizers for the details.

Seminar information can also be found on the website of our Theoretical Physics Group at YCSEU. Events (yaucseu.github.io)


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 Past Seminars in 2024

  

Date
Name
Title

Apr. 11th (Thurs.), 2024

16:00-17:00

Rongxin Miao

(Sun Yat-sen University)

Casimir effect and holographic dual of wedges

Abstract

This talk discusses the Casimir effect of a wedge and its holographic dual. We prove that the wedge Casimir effect is universally determined by the displacement operator in smooth limit. Besides, we argue that the wedge Casimir energy increases with the opening angle. Furthermore, we construct the holographic dual of wedges in AdS/BCFT in general dimensions. We verify that our proposal can produce the correct smooth limit. Next, we discuss the wedge contribution to holographic entanglement entropy and find it increases with the opening angle, similar to the wedge Casimir energy. Finally, we conclude with some open questions.

Apr. 9th (Tues.), 2024

16:00-17:00

Shota Komatsu

(CERN, Switzerland)

2d QCD and Integrability

Abstract

We study analytical properties and integrable structures of the meson spectrum in large Nc QCD2. We show that the integral equation that determines the masses of the mesons, often called the ’t Hooft equation, is equivalent to finding solutions to a TQ-Baxter equation. Using the Baxter equation, we extract systematic expansions of the energy levels as well as analytic asymptotic expressions for wavefunctions. Our analysis extends previous results for a special quark mass by Fateev et al. to arbitrary quark masses. This reformulation, together with its relation to an inhomogeneous Fredholm equation, is particularly suited for analytical treatments and makes accessible the analytic structure of the spectrum in the complex plane of the quark masses. We also  comment on applications of our techniques to non-perturbative topological string partition functions.

Mar. 26th (Tues.), 2024

20:00-21:00

Zechuan Zheng

(Perimeter institute, Canada)

Revisiting Lattice and Matrix Bootstrap

Abstract

This presentation focuses on the lattice and matrix bootstrap methods, distinguished by their utilization of the equation of motion as bootstrap constraints. These methods share key characteristics with the closely related fields of quantum mechanics bootstrap and many-body bootstrap. The presentation will cover the application of the bootstrap method to the matrix model theory, with a particular emphasis on the ground state of BFSS. Additionally, I will discuss the latest results in bootstrap finite N matrix model theory, including the upcoming bootstrap result of SU(2) lattice gauge theory.

Mar. 21st (Thur.), 2024

14:00-15:00

(Offline)

Bartek Czech

(IAS, Tsinghua University)

Everything Everywhere All at Once: Holographic Entropy Inequalities, the Topology of Error Correction, Black Holes, Cubohemioctahedron, and (maybe) the Toric Code

Abstract

An important class of quantum states are those whose entanglement entropies can be computed by minimal cuts through some bulk structure---a holographic spacetime or a random tensor network. Such states obey linear constraints on their entanglement entropies, which are known as holographic entropy inequalities. I present two new infinite families of holographic entropy inequalities. The entropies featured in these inequalities are best visualized on graphs whose incidence relations reflect subsystem inclusion. These graphs turn out to be tessellations of the torus and the real projective plane. The non-contractible cycles on these manifolds play an indispensable role in proving the inequalities, which shows that they hold for essentially topological reasons. Physically, the inequalities represent constraints on holographic error correcting codes and, in some cases, the entropy of two-sided black holes. If time allows it, I will sketch bonus applications, which involve a non-planar polytope called cubohemioctahedron and (more speculatively) the toric code.

Mar. 19th (Tues.), 2024

20:00-21:00

Sameer Murthy

(King's College London, UK)

Gravitational index of the heterotic string

Abstract

The fundamental heterotic string has a tower of BPS states with an exponential growth in the charges. The fate of these BPS states at strong coupling is an old, much-debated topic: do they become a black hole or a string gas? I will discuss a new approach to this problem, i.e. the gravitational path integral corresponding to the supersymmetric index of these states. I will show that the saddle-point configuration of this path integral is a supersymmetric rotating non-extremal Euclidean black hole. This configuration is singular in the two-derivative theory but is resolved by higher-derivative terms from string theory. Remarkably, the one-loop, four-derivative F-term contribution to the prepotential leads to a precise match of the gravitational and microscopic index. Thus, the nature of the BPS string at strong coupling depends on the precise observable being probed. The thermal states transition to a winding condensate and a gas of strings without ever reaching a small black hole, while the index is captured by the rotating Euclidean black hole solution, is constant, and thus smoothly connected to the microscopic ensemble.

Mar. 12th (Tues.), 2024

16:00-17:00

Alexey S. Koshelev

(ShanghaiTech University)

Infinite derivative gravity, String Field Theory and stubs

Abstract

In my talk I will explain how infinite derivatives naturally arise in consideration of quantum properties of general gravity theories. I will construct the most general propagator around Minkowski and (anti)-de Sitter backgrounds proving that an infinite tower of derivatives is inevitable in order to exorcise ghosts. Then I will show that this construction has a direct relation to strings, especially to string field theory. I will elaborate on the issue of ghosts and on a connection with a recent idea of stubs in QFT and SFT.

Mar. 5th (Tues.), 2024

16:00-17:00

Tomáš Procházka

(Institute of Physics, Czech Academy of Sciences)

Bethe ansatz in 2d conformal field theory

Slides.pdf

Abstract

The usual approach to study 2d CFT relies on the Virasoro algebra and its representation theory. Moving away from the criticality, this infinite dimensional symmetry is lost so it is useful to have a look at 2d CFTs from more general framework of quantum integrability. Every 2d conformal field theory has a natural infinite dimensional family of commuting higher spin Hamiltonians that can be constructed out of Virasoro generators. Perhaps surprisingly two different sets of Bethe ansatz equations are known that be used to diagonalize these (one by Bazhanov-Lukyanov-Zamolodchikov and another by Litvinov). I want to discuss these constructions as well as their relation to W algebras and the affine Yangian symmetry.

Feb. 27th (Tues.), 2024

16:00-17:00

Matthias Gaberdiel

(ETH Zurich, Switzerland)

Integrability in the symmetric orbifold

Abstract

The symmetric orbifold of T^4, Sym_N(T4), is dual to tensionless string theory on AdS3 x S3 x T4 with one unit of NS-NS flux. In this talk I will study the deformation of the symmetric orbifold theory that corresponds to switching on R-R flux (and hence the string tension) in the bulk string theory. Working in the planar large N limit as well as the limit of large charge, I will explain how the deformed symmetric orbifold theory can be explicitly solved in terms of what appears to be an integrable system. Among other things, this allows us to give explicit predictions about the anomalous conformal dimensions of all multi-magnon states.

Jan. 16th (Tues.), 2024

16:00-17:00

Alexander Zhiboedov

(CERN, Switzerland)

Black hole bulk-cone singularities

Abstract

Lorentzian correlators of local operators exhibit surprising singularities in theories with gravity duals. These are associated with null geodesics in an emergent bulk geometry. I will talk about singularities of the thermal response function dual to propagation of waves on the AdS Schwarzschild black hole background. I will present the analytic form of the leading singularity dual to a bulk geodesic that winds around the black hole. Remarkably, it exhibits a boundary group velocity larger than the speed of light, whose dual is the angular velocity of null geodesics at the photon sphere. The strength of this singularity is controlled by the classical Lyapunov exponent associated with the instability of nearly bound photon orbits.


 

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Past Seminars in 2023

   Please refer to the following webpage:

Shing-Tung Yau Center Theoretical Physics Seminars in 2023(seu.edu.cn)

Past Seminars in 2022

   Please refer to the following webpage:

   Shing-Tung Yau Center Theoretical Physics Seminars in 2022 (seu.edu.cn)


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