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- Interactive Proofs
- PSPACE, NPSPACE, Savitch's Theorem True Quantified Boolean Formulas (TQBF)
- Notes for Lecture 3 1 Space-Bounded Complexity Classes
- Computability Theory
- 6.046J Lecture 17: Complexity and NP-Completeness
- Theory of Computation
- An Overview of Computational Complexity
- Lecture Notes: Boolean Circuits
- Lecture 3 1 Terminology 2 Non-Deterministic Space Complexity
- P = NP Problem, and Consider One of the Great Open Problems of Science
- Co-RE and Reducibility
- 1 Three Main Theorems
- 19 Complexity Theory and NP-Completeness
- DSPACE(N) = NSPACE(N): a Degree Theoretic Characterization
- Computability Theory
- 6.845 Quantum Complexity Theory, Lecture 20
- Computability Theory Check List for Final Exam, Xiaofeng Gao’S Section, 2016 Spring
- Complexity of Equivalence Relations and Preorders from Computability Theory
- NP-Completeness Part One
- A Note on Computational Complexity of Dou Shou Qi
- Computability
- An Overview of the Theory of Computational Complexity
- Descriptive Complexity
- Why Philosophers Should Care About Computational Complexity
- Strong NP-Hardness for Sparse Optimization with Concave Penalty Functions
- NP Hardness/Completeness Overview Why Study NP-Hardness
- Theory of Computation
- BU CS 332 – Theory of Computation
- Probabilistically Checkable Proofs of Proximity with Zero-Knowledge⋆
- NP-Completeness
- Final Exam Topics
- Probabilistically Checkable Proofs and Their Consequences for Approximation Algorithms
- Lection 6 – Computability Theory
- Complexity Theory Part Two
- Lecture 6 & 7 1 Interactive Proof Systems 2 Graph Non-Isomorphism
- Probabilistically Checkable Proofs
- Private Coins Versus Public Coins in Interactive Proof Systems
- Complexity Classes Chapter 27 of the Forthcoming CRC Handbook on Algorithms and Theory of Computation
- Lecture 18: PSPACE-Completeness, and Randomized Complexity Classes
- Theory of Computation Chapter 1
- Probabilistically Checkable Arguments
- Space Complexity Notes
- Arxiv:1712.07276V3 [Cs.CC] 21 Feb 2019
- Computational Complexity of Recursively Enumerable Sets
- Space Complexity
- COT6410 Topics for Final Exams Computability Theory Some Formal Language Material Pumping Lemmas
- An Introduction to Probabilistically Checkable Proofs and the PCP Theorem
- Probabilistically Checkable Arguments
- 1 Introduction 2 Computable and Computably Enumerable Sets
- Probabilistically Checkable Proofs
- Complexity 101
- Algorithms and PSPACE
- Recursion Theorem, NP-Completeness 1 P, NP, and NP-Completeness
- 29 NP-Hard Problems
- Interactive Proof Systems∗
- Outline Today: • P, NP, NP-Complete, NP-Hard, PSPACE
- Arxiv:2106.11886V5 [Cs.CC] 23 Jul 2021 a Negative Answer to P
- Optimal Replacement Is NP-Hard for Non-Standard Caches
- The Complexity of Request-Response Games
- Computational Complexity; Slides 7, HT 2021 Space Complexity, Time/Space Hierarchy Theorems
- Lecture 6 1 Space Complexity
- Efficient Probabilistically Checkable Proofs and Applications to Approximation Abstract 1 Introduction
- Complexity Theory Part I
- 1 Models of Computation
- Space Complexity
- CS513: Lect. 12: Decidablity and Undecidability Today We Shall Look
- Complexity Theory - Tutorial
- Lecture 14: PSPACE
- Re-Orienting CALL Through the Lens of Complexity Theory
- Complexity Theory
- The Quantum PCP Conjecture
- Circuit Complexity and Connections I
- NP Completeness COMP 455 – 002, Spring 2019
- A Brief History of NP-Completeness, 1954–2012
- On the Computational Complexity of Algorithms by J
- NP-Complete Problems
- Lecture 6 1 Sparse Languages and P Vs. NP
- On Completeness and Soundness in Interactive Proof Systems
- Recursive and Recursively Enumerable Sets
- Lecture 25: Interactive Proofs 1 Interactive Proof Systems
- On the Space Complexity of Parameterized Problems∗
- NP Completeness We're Going to Spend the Next Few Lectures