Conference

Displaying 1 - 12 of 4314

Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

February 03, 2023 PIRSA:23020027
Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

February 02, 2023 PIRSA:23020024
The structure of translational tilings

Rachel Greennfeld Institute for Advanced Study

February 01, 2023 PIRSA:23020023
Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

February 01, 2023 PIRSA:23020022
Introduction to Colloquium

Aldo Riello Perimeter Institute for Theoretical Physics

February 01, 2023 PIRSA:23020021
Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

January 31, 2023 PIRSA:23010092
Topological quantum matter and quantum computing

Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics

January 31, 2023 PIRSA:23010091
Fitting models to data using Markov Chain Monte Carlo

Dustin Lang Perimeter Institute for Theoretical Physics

January 30, 2023 PIRSA:23010089
Topological quantum matter and quantum computing
- Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics
- Peter Lu
January 30, 2023 PIRSA:23010087
Topological quantum matter and quantum computing

Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics

January 27, 2023 PIRSA:23010086
Topological quantum matter and quantum computing

Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics

January 26, 2023 PIRSA:23010084
Noether’s theorems and gauge symmetries

Marc Geiller École normale supérieure (ENS)

January 26, 2023 PIRSA:23010083

Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

February 03, 2023 PIRSA:23020027
Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

February 02, 2023 PIRSA:23020024
The structure of translational tilings

Rachel Greennfeld Institute for Advanced Study

February 01, 2023 PIRSA:23020023

Translational tiling is a covering of a space (e.g., Euclidean space) using translated copies of a building block, called a "tile'', without any positive measure overlaps. What are the possible ways that a space can be tiled? One of the most well known conjectures in this area is the periodic tiling conjecture. It asserts that any tile of Euclidean space can tile the space periodically. This conjecture was posed 35 years ago and has been intensively studied over the years. In a joint work with Terence Tao, we disprove the periodic tiling conjecture in high dimensions. In the talk, I will motivate this result and discuss our proof.
Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

February 01, 2023 PIRSA:23020022
Introduction to Colloquium

Aldo Riello Perimeter Institute for Theoretical Physics

February 01, 2023 PIRSA:23020021
Effective Field Theory and Symmetries

John Donoghue University of Massachusetts Amherst

January 31, 2023 PIRSA:23010092

These lectures will cover the concepts and techniques of effective field theory. I will try to introduce several of the useful techniques which do not usually get covered in the standard QFT courses and books. We will start with the effective field theory aspects of QED, and end with the treatment of general relativity as a quantum field theory using effective field theory techniques.
Topological quantum matter and quantum computing

Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics

January 31, 2023 PIRSA:23010091
Fitting models to data using Markov Chain Monte Carlo

Dustin Lang Perimeter Institute for Theoretical Physics

January 30, 2023 PIRSA:23010089
Topological quantum matter and quantum computing
- Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics
- Peter Lu
January 30, 2023 PIRSA:23010087
Topological quantum matter and quantum computing

Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics

January 27, 2023 PIRSA:23010086
Topological quantum matter and quantum computing

Tsung-Cheng Lu (Peter) Perimeter Institute for Theoretical Physics

January 26, 2023 PIRSA:23010084

Interacting quantum particles can form non-trivial states of matter characterized by topological order, which features several unconventional properties such as topological degeneracy and fractionalized quasiparticles. In addition, it also provides a promising platform for realizing quantum computing in a robust manner. In this series of lectures, I will introduce the basics of topological order and its connection to quantum computing from various aspects involving lattice models, symmetry, and entanglement structure. Several frontier topics such as fracton topological phases, self-correcting quantum memory, state preparation, and quantum LDPC codes will be briefly discussed.
Noether’s theorems and gauge symmetries

Marc Geiller École normale supérieure (ENS)

January 26, 2023 PIRSA:23010083

Title	Speaker(s)	Date	Talk Type	Info link
Effective Field Theory and Symmetries	John Donoghue	2023-02-03	Conference	View details
Effective Field Theory and Symmetries	John Donoghue	2023-02-02	Conference	View details
The structure of translational tilings	Rachel Greennfeld	2023-02-01	Conference	View details
Effective Field Theory and Symmetries	John Donoghue	2023-02-01	Conference	View details
Introduction to Colloquium	Aldo Riello	2023-02-01	Conference	View details
Effective Field Theory and Symmetries	John Donoghue	2023-01-31	Conference	View details
Topological quantum matter and quantum computing	Tsung-Cheng Lu (Peter)	2023-01-31	Conference	View details
Fitting models to data using Markov Chain Monte Carlo	Dustin Lang	2023-01-30	Conference	View details
Topological quantum matter and quantum computing	Peter Lu Tsung-Cheng Lu (Peter)	2023-01-30	Conference	View details
Topological quantum matter and quantum computing	Tsung-Cheng Lu (Peter)	2023-01-27	Conference	View details
Topological quantum matter and quantum computing	Tsung-Cheng Lu (Peter)	2023-01-26	Conference	View details
Noether’s theorems and gauge symmetries	Marc Geiller	2023-01-26	Conference	View details

Format results