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- Introduction to Interactive Proofs & the Sumcheck Protocol 1 Introduction
- 5 NP Completeness1
- Exact Sampling from Perfect Matchings of Dense Nearly Regular Bipartite Graphs
- Lecture 3: Interactive Proofs and Zero-Knowledge Instructors: Henry Corrigan-Gibbs, Sam Kim, David J
- Dspace How-To Guide Tips and Tricks for Managing Common Dspace Chores
- Dspace Basic Tutorial DSUG Roma 2007
- Computability Theory
- Polynomial Time Hierarchy
- After Dspace Installation Tasks
- Computable Functions
- An Overview of Computational Complexity
- Lecture Notes: Boolean Circuits
- Dspace System Documentation
- NP Completeness Essential Facts About NP-Completeness: • Any NP-Complete Problem Can Be Solved by a Simple, but Exponentially
- Computational Complexity - Osamu Watanabe
- 6.845 Quantum Complexity Theory, Lecture 20
- Unification of the Nature's Complexities Via a Matrix Permanent—Critical Phenomena, Fractals, Quantum Computing, P-Complex
- NP-Completeness Part One
- One Complexity Theorist's View of Quantum Computing
- Classes of Predictably Computable Functions
- Lecture 11: Valiant-Vazirani and Toda's Theorem ♯ P Class of Functions
- Lecture 09: Sparse Sets and Polynomial-Size Circuits 1 Nonuniform Complexity
- Lecture 5 & 6 1 Threshold Functions and TC
- Kolmogorov Complexity
- Lecture 21 1 Probabilistically Checkable Proofs
- Chapter 24 Co-NP, Self-Reduction, Approximation Algorithms
- Computability
- Complexity Classes P and NP
- Descriptive Complexity
- Computability Theory
- NP-Completeness: Concepts
- The Exact Complexity of the Tutte Polynomial
- ‣ P Vs. NP ‣ NP-Complete ‣ Co-NP ‣ NP-Hard
- Complexity Theory: an Overview with Potential Applications for the Social Sciences
- Demo.Dspace.Org Notes
- L4 Complexity Theory I
- Probabilistically Checkable Proofs and Hardness of Approximation
- Interactive Proof
- Complexity Limitations on Quantum Computation 1 Introduction
- Probabilistically Checkable Proofs
- Quantum One-Sided Exact Error Algorithms
- Atmire (Dspace)
- Algebraic Methods for Interactive Proof Systems
- An Introduction to Probabilistically Checkable Proofs and the PCP Theorem
- Computability Theory
- 1 Recap: Formal Definitions: P, NP, and NP-Completeness
- Probabilistically Checkable Arguments
- 1 Introduction 2 Computable and Computably Enumerable Sets
- Interactive Proof System We Have Seen Interactive Proofs, in Various Disguised Forms, in the Definitions of NP, OTM, Cook Reduction and PH
- Interactive Proof Systems
- An Introduction to Computable Model Theory on Groups and Fields
- Probabilistically Checkable Proofs
- Dspace How-To Guide
- Descriptive Complexity
- Lecture 21: Counting and Sampling Problems Lecturer: Sanjeev Arora Scribe
- The Complexity of Equivalence Relations
- A Second Order Theory for TC0
- Time Complexity
- Probabilistically Checkable Proofs (PCP)
- The History of Algorithmic Complexity
- Homework 4 Due: May 2, 2018
- Quantum Complexity 1 / 52
- NP-Completeness.Pdf
- Connecting PH, P/Poly and BPP
- 1 Interactive Proofs
- Friends of NP, Oracles in Complexity Theory
- Overview of Interactive Proof Systems and Zero-Knowledge J
- NP Completeness
- On Exact Counting and Quasi-Quantum Complexity
- P, NP, Co-NP, Self Reductions
- 1 Adleman's Theorem
- Circuit Complexity and Connections I
- Certification and NP-Completeness
- NP-Complete Problems
- Probabilistic Proof Systems ± a Survey
- Lecture 25: Interactive Proofs 1 Interactive Proof Systems
- Space Complexity
- ♯P Complexity of the Permanent an Interactive Proof for P♯P (Lecture Note)