String Theory Seminar Series
Except where otherwise noted, seminars are held on Tuesdays at 11 a.m. in Abelson 307 (directions to Abelson). The length of the talk depends on the mode of presentation: 60 minutes for a computer talk and 80 minutes for a blackboard talk.
Please note: There are currently no seminars scheduled for Oct. 29 and Nov. 26.
Fall 2019 Seminars
September 6, 2019
Quantum Gravity in a Finite Box
September 10, 2019
All-Loop Singularities of Scattering Amplitudes in Massless Planar Theories
September 17, 2019
Gauge Theories With Nonstandard Gauge Constraints
Abstract: Pure Yang-Mills theory obeys a local constraint given by the Gauss law div E = 0. Alternative gauge constraints are known to exist: the most notable example is provided by Chern-Simons theory. However, detailed explorations of theories with nonstandard gauge constraints in the UV (e.g. on a lattice) have not been performed until very recently, when their importance was affirmed on several different fronts. In this talk I will discuss two new classes of nonstandard gauge theories. The first class involves theories in arbitrary dimension that can be shown to dualize to theories of ordinary fermions (these are higher-dimensional exact bosonization dualities). The second class involves theories of fractons, pioneered by condensed matter and quantum information communities, which are some of the most interesting examples of gapped theories not described by any kind of conventional topological order.
September 24, 2019
D-instantons and the non-perturbative completion of c=1 string theory
Abstract: I will discuss the effect of ZZ instantons in c=1 string theory, which leads to a new proposal for the non-perturbative completion of the duality between c=1 string and the matrix quantum mechanics.
October 1, 2019
Anomalies and Bounds on Charged Operators
Abstract: We study the implications of ’t Hooft anomaly (i.e. obstruction to gauging) on conformal field theory, focusing on the case when the global symmetry is Z2. Using the modular bootstrap, universal bounds on (1+1)-dimensional bosonic conformal field theories with an internal Z2 global symmetry are derived. The bootstrap bounds depend dramatically on the ’t Hooft anomaly. In particular, there is a universal upper bound on the lightest Z2 odd operator if the symmetry is anomalous, but there is no bound if the symmetry is non-anomalous. We comment on the implication to the Weak Gravity Conjecture in AdS3.
October 8, 2019
Hamiltonian fluid dynamics and the quasilinear approximation
October 15, 2019
Different perspectives on AdS3/CFT2 holography
Abstract: I will discuss AdS3/CFT2 holography from the two perspectives of integrability and worldsheet CFT and comment on their relations and recent results. In particular, I will show how to match null-vector constraints on correlation functions and explain how some structure constants can be explicitly derived and matched on the two sides of the duality. This amounts to one of the very first holographic matches of non-protected AdS3/CFT2 correlators.
October 22, 2019
Bit threads and holographic entropy inequalities
Abstract: I will discuss the ongoing effort to understand holographic entropy inequalities in the language of bit threads. I will start with the proof of the MMI inequality, focusing on the proof method. I will then explain why this method does not immediately extend to higher inequalities, and I will describe the current state of our efforts to develop new methods to prove those inequalities.
November 5, 2019
A canonical purification for the entanglement wedge cross-section
Abstract: I will discuss a new proposal for the CFT dual of the entanglement wedge cross-section. Our results will be compared to the original entanglement of purification conjecture.
November 12, 2019
The Schottky Anomaly of de Sitter Black Holes
Abstract: Black holes with Λ > 0 (SdS) have fascinating properties that are distinct from the asymptotically flat or AdS cases, starting with the fact that there are two horizons in the spacetime, one black hole and one cosmological. The two horizons have different temperatures and the total gravitational entropy is the sum of the horizon areas. As a result, both the mass M and entropy S are bounded between minimum and maximum values. Intriguingly, there is an extremum in the specific heat δM/δTb as well as in the curve δS/δTb, which resemble the Schottky anomaly of a two level system in statistical mechanics. In this talk we investigate classical and quantum mechanical features of SdS thermodynamics that make it resemble the physics of a paramagnet. We start by showing that the Schottky behavior is to be expected for classical fluctuations based on the first laws for SdS black holes. Second, we present calculations of black hole and cosmological particle production in SdS and find that the quantum fluctuations share the behavior of classical ones.
November 19, 2019
Constraining higher order gravities with subregion duality
Abstract: In higher derivative theories, gravity can travel slower or faster than light. With this feature in mind, I will revisit the construction of the causal and entanglement wedges in this type of theories, and argue that they must be constructed using the fastest mode instead of null rays. I will explain how the property of causal wedge inclusion, i.e., the fact that the causal wedge must be contained in the entanglement wedge, can be used to obtain strong constraints on the higher derivative gravity couplings. The results are similar to the bounds previously obtained by Camanho et. al. based on high energy graviton scattering. I will present a systematic analysis in Gauss-Bonnet gravity to illustrate our findings.
December 3, 2019
Explanation for why the early universe was dominated by the standard model and stable
Abstract: Modern developments in quantum gravity, especially string theory, suggest that the Standard Model (SM) degrees of freedom are not unique; that a typical low energy effective theory should include a large assortment of hidden sector degrees of freedom. It is therefore puzzling that cosmological constraints from BBN and CMB reveal that the early universe was almost entirely dominated by the SM, when the inflaton could have decayed into many sectors. Furthermore, the SM taken seriously to high scales, possesses an instability that would be catastrophic during inflation, as I will quantify in detail, and yet no new physics has been seen to correct this. In this talk, I put forth an explanation for all of these puzzles: the hidden sectors are in fact entirely natural with O(1) input parameters; this means all unprotected masses are pushed up to high scales and project out of the spectrum, while only massless (or protected) degrees of freedom remain, and so the inflaton can only reheat these sectors through higher dimension operators. On the other hand, the SM possesses a special feature: it includes a light Higgs, presumably for life to exist, and hence it allows a renormalizable coupling to the inflaton, which allows rapid decay into the SM. I then show that this naturally (i) removes the instability in the Higgs potential both during and after inflation, (ii) explains why the SM is dominant in the early universe, (iii) allows dark matter to form in hidden sector/s through subsequent strong dynamics, which I describe in detail, (iv) allows for high reheating and baryogenesis, and (v) accounts for why there so far has been no direct detection of dark matter or new physics beyond the SM.
December 10, 2019
Void formation in operator growth, entanglement, and unitarity
Abstract: The structure of the Heisenberg evolution of operators plays a key role in explaining diverse processes in quantum many-body systems. We discuss a new universal feature of operator evolution: an operator can develop a void during its evolution, where its nontrivial parts become separated by a region of identity operators. Such processes are present in both integrable and chaotic systems, and are required by unitarity. We show that void formation has important implications for unitarity of entanglement growth and generation of mutual information and multipartite entanglement. As an application, we argue that operators which make up the density operator of a black hole can “jump” outside the black hole after the Page time, providing the underlying physical mechanism for a recent semi-classical prescription for the resolution of a black hole information loss puzzle. We study explicitly the probability distributions of void formation in a number of unitary circuit models, and conjecture that in a quantum chaotic system the distribution is given by the one we find in random unitary circuits, which we refer to as the random void distribution. We also show that the random void distribution leads to the same pattern of entanglement growth for multiple intervals as in (1 + 1)-dimensional holographic CFTs after a global quench, which implies that it leads to maximal entanglement growth, and suggests that it underlies the time-evolution of holographic systems.