Welcome to the 2021 Loop Quantum Gravity Summer School!
This year the LQG summer school school is online. We shall not have the pleasure of gathering, getting to know new people directly, and learning from one-to-one conversations, but we will do the best to make this enjoyable and fruitful.
The school covers the basics of Loop Quantum Gravity and related topics and introductions to hot research topics. These include the basics of the spin network and spin foam formalisms, applications to the early universe and black holes, group field theory and random geometry formalisms, quantum information techniques for quantum gravity, numerical methods and possible lab experiments on quantum superposition of geometries.
The school aims to introduce this sparkling and vibrant research topics. It is meant for students and researchers with no a priori background in background independent quantum gravity.
We plan 44 hours of classes spread over 11 days of June (7-8-10-11, 14-15-17, 21-22-24-25), look at the schedule for more details. A discussion session is planned during the breaks.
Fundamentals
Group Field Theory
and random geometries
QFT in curved space-time
and applications to (L)QC
Advanced Topics
Numerical Methods in LQG
QG experiments
If you are interested in participating to the school please register. Registering is free and helps enormously the organization of the school.
How to connect
You received an email with the Zoom meeting ID and password and the link to connect directly to the classes.
Previous editions of the school
June 9th-16th, 2019 - Bard summer school on Quantum Gravity - Bard College, NY, USA.
February 28th -March 13th 2011 - 3rd Quantum Gravity and Quantum Geometry School - Zakopane, Poland.
September 13-20, 2009, 2nd School and Workshop on Quantum Gravity and Quantum Geometry, Corfu, Greece.
March 23th -April 3rd 2007 - 1st Quantum Gravity and Quantum Geometry School - Zakopane, Poland.
Organizers
The school is organized by Etera Livine from Laboratoire de Physique, ENS de Lyon and Pietro Dona from CPT, Marseille.