'Quantum complexity' presentation slideshows

Shengyu Zhang CSE Dept. @ CUHK

Quantum Computing. in. Theoretical Computer Science. Shengyu Zhang CSE Dept. @ CUHK. Roadmap. Intro to theoretical computer science Intro to quantum computing Export of quantum computing Formula Evaluation Solves a classical open question N-Representability problem

691 views • 50 slides

The computational complexity of entanglement detection

The computational complexity of entanglement detection. Patrick Hayden Stanford University. Based on 1211.6120, 1301.4504 and 1308.5788 With Gus Gutoski , Daniel Harlow, Kevin Milner and Mark Wilde. How hard is entanglement detection?.

458 views • 38 slides

Tunable Molecular Many-Body Physics and the Hyperfine Molecular Hubbard Hamiltonian

Tunable Molecular Many-Body Physics and the Hyperfine Molecular Hubbard Hamiltonian. Michael L. Wall Department of Physics Colorado School of Mines in collaboration with Lincoln D. Carr. Motivation: Ultracold atoms in optical lattices. Trapping in optical potential

402 views • 30 slides

CS21 Decidability and Tractability

411 views • 28 slides

Quantum Complexity Classes

By: Larisse D. Voufo On: November 28 th , 2006 lvoufo@cs.indiana.edu. Quantum Complexity Classes. http://www.quantiki.org/wiki/images/4/46/PhotonIdentityCartoon.gif. Introduction. 1982 (Trend toward miniaturization and microcircuitry) , Paul Benioff & Richard Feynman :

275 views • 24 slides

The computational complexity of entanglement detection

The computational complexity of entanglement detection. Mark M. Wilde Louisiana State University. Based on 1211.6120 and 1308.5788 With Gus Gutoski , Patrick Hayden, and Kevin Milner. How hard is entanglement detection?.

306 views • 19 slides

Quantum Complexity and Fundamental Physics

PSPACE. PostBQP. BQP. NP. P. Quantum Complexity and Fundamental Physics. Scott Aaronson MIT. RESOLVED: That the results of quantum complexity research can deepen our understanding of physics.

203 views • 19 slides

Basic Theory Of Quantum Complexity - Edukite

This course is an introduction to quantum computational complexity theory. The objective of this course is to bring students to the research frontier. This course also emphasizes the study of the fundamental capabilities and limitations of quantum computers. See More: https://bit.ly/2yzlNX3

102 views • 9 slides