DOCSLIB.ORG
Explore
Sign Up
Log In
Upload
Search
Home
» Tags
» NL (complexity)
NL (complexity)
Sharp Lower Bounds for the Dimension of Linearizations of Matrix Polynomials∗
Complexity Theory
Delegating Computation: Interactive Proofs for Muggles∗
5.2 Intractable Problems -- NP Problems
Lecture 10: Space Complexity III
Lecture 4: Space Complexity II: NL=Conl, Savitch's Theorem
Entanglement in Interactive Proof Systems with Binary Answers
NL Versus NP Frank Vega Joysonic, Uzun Mirkova 5, Belgrade, 11000, Serbia
[email protected]
Lecture 8: Complete Problems for Other Complexity Classes 1. NL
Delegating Computation: Interactive Proofs for Muggles
Separating Complexity Classes Using Autoreducibility
The NP-Completeness of Some Lesser Known Logic Puzzles
Complexity Classes
Lecture 4: Graph Reachability and Space-Bounded Computation
Short Pcps with Polylog Query Complexity∗
Interactive Proofs, MA; RL and NL
Universal First-Order Logic Is Superfluous for Nl, P, Np and Co Np
Reducibility and Completeness
Top View
Erratum To: Computational Complexity of Stochastic Programming Problems
To the Verification of Correct Outsourced Machine Learning
Chapter 4. Comparisons and Combinations
19 Complexity Theory and NP-Completeness
DSPACE(N) = NSPACE(N): a Degree Theoretic Characterization
LNCS 3884, Pp
NL Versus P Frank Vega
Complement Classes and the Polynomial Time Hierarchy
Space and Nondeterminism 1 Topic Overview 2 PSPACE = NPSPACE = Conpspace
Resource-Bounded Computation
Computational Complexity of Stochastic Programming Problems
Chapter 4 - Inside P
Complexity-Theoretic Aspects of Interactive Proof Systems
CSE200 Lecture Notes Space Complexity
IIT Kharagpur 1 Space Complexity
1 Introduction 2 PSPACE Completeness
Complexity Theory Lecture 12 Complexity Classes Logarithmic
Lecture 8: L, NL, NSPACE Closed Under Complement 1 L, NL, NL
Characterizing Co-NL by a Group Action 3
CS5110 Computational Complexity Recap NL Equals Conl
Sequential Monte Carlo for Counting Vertex Covers in General Graphs
More Complexity
Turing and the Development of Computational Complexity
Using Autoreducibility to Separate Complexity Classes
Solutions to Homework I CS6520 Computational Complexity
Theory of Computation Chapter 1
28 the Classes L and NL
Logarithmic Space Verifiers on NP-Complete
Lecture 7 1 Configuration Graphs and the Reachability Method
Computational Complexity of Stochastic Programming Problems ∗
Space Complexity
CS711008Z Algorithm Design and Analysis Lecture 4
Pcps for Arthur-Merlin Games and Communication Protocols by Andrew Donald Drucker
Arxiv:2106.11886V5 [Cs.CC] 23 Jul 2021 a Negative Answer to P
Introduction to Complexity Theory
Advanced Complexity Theory: Unambiguous Computation
The Complexity of Equivalence Relations
Computational Complexity; Slides 7, HT 2021 Space Complexity, Time/Space Hierarchy Theorems
Probabilistically Checkable Proofs (PCP)
COMPSCI 501: Formal Language Theory Recap and Preview Space
Lecture 7: More on NL; NP-Completeness Lecturer: Heng Guo
Computational Complexity. Lecture 9 Space Complexity
Lecture 6 1 Space Complexity
Quantum Interactive Proof Systems Uses Somewhat Different Techniques
CS5371 Theory of Computation
Realizable Paths and the NL Vs L Problem
Logarithmic Space and NL-Completeness
Space Complexity 1 LOGSPACE Reduction
Complexity Theory Lecture 10
Lower Bounds for Reachability in VASS in Fixed Dimension
Do Optional Activities Matter in Virtual Learning Environments?
Logspace Reductions and Completeness