Quantum Error Correction 9B
Daniel Gottesman - University of Maryland, College Park
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Quantum Error Correction 9A
Daniel Gottesman - University of Maryland, College Park
D-brane instanton effects in 4D string vacua and their phenomenological applications
Timo Weigand - University of Pennsylvania
Standard 4-D gravity on a brane in six dimensional flux compactifications
Lorenzo Sorbo - University of Massachusetts Amherst
Graduate Course on Standard Model & Quantum Field Theory - 13B
Cliff Burgess - McMaster University
Dark Matter, Dark Energy, or Worse?
Sean Carroll - California Institute of Technology (Caltech) - Division of Physics Mathematics & Astronomy
Graduate Course on Standard Model & Quantum Field Theory - 13A
Cliff Burgess - McMaster University
Quantum Error Correction 8B
Daniel Gottesman - University of Maryland, College Park
Quantum Error Correction 8A
Daniel Gottesman - University of Maryland, College Park
Counting BPS operators in CFTs with Sasaki-Einstein duals.
Agostino Butti - École Normale Supérieure de Lyon (ENS Lyon)
Graduate Course on Standard Model & Quantum Field Theory - 12B
Cliff Burgess - McMaster University
Random quantum satisfiability: statistical mechanics of quantum optimization
Chris Laumann - Boston University
Alongside the effort underway to build quantum computers, it is important to better understand which classes of problems they will find easy and which others even they will find intractable. Inspired by the success of the statistical study of classical constraint optimization problems, we study…
Foundations of Quantum Mech. (PHYS 639) - Lecture 11
Robert Spekkens - Perimeter Institute for Theoretical Physics
Foundations of Quantum Mech. (PHYS 639) - Lecture 10
Robert Spekkens - Perimeter Institute for Theoretical Physics
Negative Energy and theGeneralized Second Law
In quantum field theory it is possible to create negative local energy densities. This would violate the Generalized Second Law (GSL) unless there is some sort of energy condition requiring the negative energy to be counterbalanced by positive energy. TO explore what this energy condition is, I will…
Colored group field theory: Scaling properties and positivity
Joseph Ben Geloun - Université Sorbonne Paris Nord (Paris 13)
The scaling analysis in the large spin limit of Feynman amplitudes for the Bosonic colored group field theory are considered in any dimension starting with dimension 4. By an explicit integration of two colors, we show that the model is positive. This formulation could be useful for the constructive…
Foundations of Quantum Mech. (PHYS 639) - Lecture 9
Robert Spekkens - Perimeter Institute for Theoretical Physics
