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- NP-Completeness Part One
- NP Hardness Reductions
- Electronic Structure in a Fixed Basis Is QMA-Complete
- A Gentle Introduction to Computational Complexity Theory, and a Little Bit More
- Giving a Step-By-Step Reduction from SAT to TSP and Giving Some Remarks on Neil Tennant's Changes of Mind
- Lecture 7 1 Reductions
- Computational Complexity
- PSPACE Problems Space Complexity
- Hamiltonian Complexity and QMA-Completeness
- VIII. Recursive Set
- CS 4510 : Automata and Complexity : About Reductions
- Are Cook and Karp Ever the Same?
- 16 NP-Hard Problems (December 3 and 5)
- Problem X Reduces to Problem Y Solving X Would Be Easy, If We Knew
- Mapping Reductions
- Chapter 24 Co-NP, Self-Reduction, Approximation Algorithms
- NP-Completeness and Boolean Satisfiability
- Probabilistic Complexity Classes, Error Reduction, and Average Case Complexity
- NP-Completeness Part II
- Reductions & NP-Completeness
- A Reduction Algorithm for Computing the Hybridization Number of Two
- Homework 10 Solutions
- NP-Completeness Part One
- Lecture 21: P Vs NP, Reductions 21.1 Reductions 21.2 Complexity Classes
- Computational Foundations of Basic Recursive Function Theory*
- Hardness of Approximation 14.1 Introduction 14.2 Reduction From
- Lecture 22: Complexity and Reductions 1 Overview 2 Hardness
- Solution of P Versus NP Problem Frank Vega
- QMA-Complete Problems
- Reducibility and Degree Outline General Remark Many-One Reduction
- Quantum Merlin Arthur (QMA) and Strong Error Reduction
- Solution Set 1 Posted: April 8 Chris Umans
- 1 Definition of Reduction 2 Using Reductions to Develop Algorithms
- Complexity Reduction: a Pragmatic Approach Joseph Simpson, Mary Simpson System Concepts, LLC
- 1 Reductions
- A. Definitions of Reductions and Complexity Classes, and Notation List
- 1 Introduction 2 PSPACE Completeness
- Lecture 20 NP-Completeness: 3SAT and Independent Set Tuesday, Nov 28, 2017
- Tqbf Pspaace Compleness Slides
- More Complexity
- Mapping Reducability
- Combining NP-Hard Reduction Techniques and Strong Heuristics in an Exact Algorithm for the Maximum-Weight Connected Subgraph Problem
- On Teaching the Basics of Complexity Theory
- Lecture 22: More Reductions Overview 22.1 NP, NP-Hard and NP
- The Nielsen Reduction and P-Complete Problems in Free Groups
- 1 Reductions and Expressiveness
- Lecture Notes on Complexity and NP-Completeness 1. Reductions 2
- 1 Agenda 2 Recap 3 P-/NP- Completeness with Circuits
- The Satisfiability Problem
- Lecture 20: Local Hamiltonian Ground State Problems
- Recursive and Recursively Enumerable Sets Outline Decision
- Lecture 14 NP-Completeness
- Boolean Satisfiability
- Length-Increasing Reductions for PSPACE-Completeness
- Lecture (4/11): Mapping Reductions
- The Complexity of the Local Hamiltonian Problem
- Network Reduction Algorithm for Developing Distribution
- Lecture 20: PSPACE-Complete Problems, Complexity As Games
- An Introduction to Lenstra-Lenstra-Lovasz Lattice Basis Reduction Algorithm
- 1 Proving NP-Completeness
- Space Complexity 1 LOGSPACE Reduction
- Complexity: Definition and Reduction Techniques Some Simple Thoughts on Complex Systems
- Space-Efficient Error Reduction for Unitary Quantum Computations
- NP-Complete Problems
- A Compendium of Problems Complete for P
- Chapter 21 Reductions and NP
- Satisfiability of Boolean Expressions
- Logspace Reductions and Completeness
- On QMA and Related Complexity Classes