Entanglement in Strongly Correlated Systems
2019, Feb 24 -- Mar 09
Organizers:
R. Orús (DIPC)
D. Poilblanc (CNRS / U. Toulouse)
N. Regnault (ENS Paris)
N. Schuch (Max-Planck-Institute of Quantum Optics)
The study of entanglement in strongly correlated systems has lived a series of important advances in recent years, in turn underpinning a better understanding of the quantum properties of matter. Concerning numerics, examples of these are e.g. new numerical methods based on tensor networks (MPS, PEPS, MERA), as well as advances in quantum Monte Carlo, exact diagonalizations, and continuous unitary transformations. From an analytical perspective there are also recent relevant developments regarding e.g. AdS/CFT methods, entanglement spectrum, string-net models, and the tensor network description of chiral topological phases.
The aim of this 2-week meeting is to bring together specialists in the field as well as newcomers at the interface of quantum information and condensed matter theory. The format of the event will alternate introductory lectures with specialized talks. During these days, spontaneous informal discussions will be encouraged by the organizers and announced throughout the day. Our plan is to have a very rich and collaborative meeting.
Invited speakers:
* To be confirmed
* Participation of more than a week is preferred.
* Registration fees for invited lecturers will be waived.
Call for contributions
Abstract submission is closed.
Deadline for submissions was 6th Feb
Sponsors
The registration fee for this conference is:
Before Jan 19 | After Jan 19 | ||
Regular | 250 eur. | 350 eur. | |
Student | 150 eur. | 200 eur. |
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The registration fee must be paid to the account of the Centro de Ciencias de Benasque Pedro Pascual after your application has been accepted.
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IBAN: ES44 2085 2310 3803 3004 4193
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*Cancellation Policy*
A 30 euro charge will be applied for cancellations made up to 10 days before the conference start date.
A no refund policy will be applied to cancellations made after this date.
Further Information.