Les activités de l'INTRIQ

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janv. 9, 2018

CONFETI (CONFérence ÉTudiante de l'INTRIQ) is a yearly student conference sponsored by the INTRIQ. It attracts graduate students and post-docs in the fields of physics, mathematics, computer science and engineering working on quantum computing related projects.

 

Where and when
The conference will take place on January 9-11, 2018 at the Hôtel Château Bromont in Bromont, Québec.

Schedule

Click here

Registration

Click here

nov. 9, 2017

At Hotel Château Bromont

Organizers:

Dr. Jérôme Bourassa, Cégep de Granby
Dr. Olivier Landon-Cardinal, McGill University

90, rue Stanstead, Bromont QC J2L 1K6
Téléphone : 1 800 304 3433

Note : The INTRIQ Business meeting (reserved for members) will be held in room "Salle des cantons" on November 9th from 9h30 to 10h30

Registration

Chartered bus Berri-Bromont-Berri (Departure from gate #3 at Berri on Nov. 9th at 9h00 AM)

Carpooling 

mai 11, 2017

When : Thursday, May 11th, 2017

Where : Pavillon Lassonde, Polytechnique Montréal

Organizer : Professor Sébastien Francoeur, Polytechnique Montréal

 

For registration, click HERE

 

Gouvernance

févr. 19, 2013
Posté par : Marc Leclair

Workshop on the Mathematical Methods of Quantum Tomography


February 19-22nd, 2013
Fields Institute
222 College Street
Toronto

[picture]
Registration closes Feb. 3, 2013

The objective in quantum tomography is to reconstruct the density matrix of a quantum state using “probes” (theoretical or experimental)...

The density matrix is a generalization of the quantum state vector that evolves following the Schrödinger equation of quantum mechanics. The solution to problems in this field are also of interest beyond the immediate quantum tomographic community as they are essential for a better understanding of quantum information processes and the prospective construction of a quantum computer. The objective of the Workshop is to gather experts and students working in the development and applications of mathematical tools related to quantum tomography and related problems.
 
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