Academics

Quantum Aspects of Black Holes

Time:2023-02-27 ~ 2023-06-19 Mon 10:00 - 12:15

Venue:Room 清华宁斋S11 ZOOM: 559 700 6085 PW: BIMSA

Speaker:Hossein Yavartanoo

Prerequisite

General Relativity, Field Theory, String Theory


Abstract

Starting with an overview of the classical/semi-classical aspects of black holes, this course will emphasise black hole quantum aspects. We will review the basic aspects of these objects and their thermodynamics, the derivation of Hawking radiation and examine different formulations/resolutions of the information paradox. Then we will discuss some advanced topics and take a look at recent relevant results in the field including black hole complementarity, firewall controversy and the information paradox in AdS/CFT.


Lecturer Intro.

Hossein Yavartanoo is a theoretical high energy physicist and have been worked on various topics on quantum field theory, string theory, black hole physics and holographic principle. The broad questions my research aims to address is: what are the building blocks of spacetime and matter? String theory provides a potential framework to answer these questions because it can unify quantum theory with gravity in a very natural way. At present time, my main focus is studying quantum aspects of black holes.

DATEFebruary 27, 2023
SHARE
Related News
    • 0

      Fundmental theory of quantum channels

      PrerequisiteLinear algebra; Matrix analysisAbstractThis course will focus on a formal presentation of definitions and theorems on quantum channels in quantum information theory. Numerous mathematical proofs of these theorems will be showed

    • 1

      Quantum Spectral Curve and Analytic Bethe Ansatz

      PrerequisiteHamiltonian mechanics, quantum mechanics. Complex analysis. Lie groups, Lie algebras and root systems, supersymmetry, basics of commutative rings (brief recap will be offered). Symmetric polynomials and related combinatorics. Familiarity with algebraic Bethe Ansatz and construction of transfer matrices.IntroductionA typical feature of quantum integrable models is the possibility to ...