Combinatorial Auction. Conbinatorial auction t 1 =20 t 2 =15 t 3 =6 f(t): the set X F with the highest total value the mechanism decides the set of winners.
NP-complete Problems and Physical Reality Scott Aaronson Institute for Advanced Study.
Quantum Computing and the Limits of the Efficiently Computable Scott Aaronson MIT.
Has There Been Progress on the P vs. NP Question? Scott Aaronson.
BQP PSPACE NP P PostBQP Computational Intractability As A Law of Physics Scott Aaronson University of Waterloo.
Mike Paterson Uri Zwick Overhang. Mike Paterson Uri Zwick Overhang.
Hem-Ogi 2.1: One Way Functions GEM Group 2: Benjamin Van Durme Pin Lu Ross Messing Shivashankar Balu Tanushree Mittal.
NP-Completeness. Decision Problems Given Some Universal Set X, Let R be a subset of X. The decision problem for R is: Given an arbitrary element a of.
Complexity Classes: P and NP CS 130 Theory of Computation HMU Textbook: Chap 10.
January 12 Zero-Knowledge Proofs (2)Maaike Zwart, Suzanne van WijkMoL Research Project 0 Knowledge Proofs(2) Suzanne van Wijk & Maaike Zwart Zero.
NP-hard problems and Approximation algorithms1 Lectures on NP-hard problems and Approximation algorithms COMP 523: Advanced Algorithmic Techniques Lecturer:
Cook’s Theorem The Foundation of NP-Completeness.