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Documents Has There Been Progress on the P vs. NP Question? Scott Aaronson (MIT)

Slide 1Has There Been Progress on the P vs. NP Question? Scott Aaronson (MIT) Slide 2 P vs. NP: I Assume Youve Heard of It Frank Wilczek (Physics Nobel 2004) was recently…

Documents NP-complete Problems and Physical Reality Scott Aaronson Institute for Advanced Study.

Slide 1NP-complete Problems and Physical Reality Scott Aaronson Institute for Advanced Study Slide 2 What could we do if we could solve NP-complete problems? Proof of Riemann…

Documents NP-complete Problems and Physical Reality Scott Aaronson UC Berkeley IAS.

Slide 1NP-complete Problems and Physical Reality Scott Aaronson UC Berkeley IAS Slide 2 Problem: Given a graph, is it connected? Each particular graph is an instance The…

Documents Has There Been Progress on the P vs. NP Question? Scott Aaronson.

Slide 1Has There Been Progress on the P vs. NP Question? Scott Aaronson Slide 2 P vs. NP: I Assume Youve Heard of It Class of decision problems solvable in polynomial time…

Documents BQP PSPACE NP P PostBQP Limits on Efficient Computation in the Physical World Scott Aaronson MIT.

Slide 1BQP PSPACE NP P PostBQP Limits on Efficient Computation in the Physical World Scott Aaronson MIT Slide 2 Things we never see… Warp drive Perpetuum mobile GOLDBACH…

Documents BQP PSPACE NP P PostBQP Computational Intractability As A Law of Physics Scott Aaronson University.....

Slide 1BQP PSPACE NP P PostBQP Computational Intractability As A Law of Physics Scott Aaronson University of Waterloo Slide 2 Things we never see… Warp drive Perpetuum…

Documents Quantum Computing and the Limits of the Efficiently Computable Scott Aaronson MIT.

Slide 1Quantum Computing and the Limits of the Efficiently Computable Scott Aaronson MIT Slide 2 Things we never see… Warp drive Perpetuum mobile GOLDBACH CONJECTURE: TRUE…

Documents Iterative Rounding and Iterative Relaxation Some of the slides prepared by Lap Chi Lau.

Slide 1Iterative Rounding and Iterative Relaxation Some of the slides prepared by Lap Chi Lau Slide 2 Steiner Network A graph G = (V,E); A connectivity requirement r(u,v)…

Documents TAM 5.1.'05Boosted Sampling1 Boosted Sampling: Approximation Algorithms for Stochastic Problems...

Slide 1TAM 5.1.'05Boosted Sampling1 Boosted Sampling: Approximation Algorithms for Stochastic Problems Martin Pál Joint work with Anupam Gupta R. RaviAmitabh Sinha…

Technology VLSI routing

1. Routing Routing Problem Routing Regions Types of Routing-Global Routing-Detailed Routing Conclusion References2. o The routing is to locate a set of…