Faculty
Igor Markov: Algorithms for Beyond-Stabilizer Simulation of Quantum Circuits
Igor Markov, University of Michigan
Q+ hangout: Jonathan Oppenheim
A Q+ hangout is a broadcast seminar using the hangout feature of Google+
Jonathan Oppenheim, University College London
Title: Fundamental limitations for quantum and nano thermodynamics
Antonio Corcoles: Quantum information processing with superconducting qubits at IBM
Antonio Corcoles, IBM
Marcos Cesar de Oliveira: Identifying the quantum-to-classical transition through the dynamics of correlations
Marcos Cesar de Oliveira, University of Calgary
Leonard Schulman: Cryptography from tensor problems
Leonard Schulman, California Institute of Technology
Abstract
We describe a new cryptosystem which (conjecturally) provides both a
trap-door one-way function and a signature scheme. The new system is a
type of "multivariate quadratic" cryptosystem, but is based on a
different trap-door from existing methods, and is simpler.
David Kaiser: How the Hippies Saved Physics
David Kaiser, Massachusetts Institute of Technology (MIT)
Recent Progress in Quantum Algorithms
One of the main goals of Quantum Computation is to design novel methods for speeding up computations by taking advantage of the surprising effects of quantum mechanics. Many powerful quantum algorithms have been discovered over the last decade, yet a large number of them derive their power from a handful of ingredients. The workshop will review the state of the art in quantum algorithms and complexity, identify problems where methods founded on the laws of quantum physics might play a significant role, and establish common targets.
Internal Speaker: Theory Lunch Seminar
Internal Speaker, Institute for Quantum Computing (IQC)
Abstract
Abstract to be announced.
Aram Harrow: Detecting pure entanglement is easy, so detecting mixed entanglement is hard
Aram Harrow, University of Washington
Abstract
This talk will begin by justifying the first part of the title, by explaining a method to test whether a given multipartite pure state is product or far from product, given only two copies of the state. Next, I'll explain how this test has implications for the computational hardness of a large number of optimization problems.
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