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- Matching Cut: Kernelization, Single-Exponential Time FPT, and Exact Exponential Algorithms
- Hierarchical B-Matching
- I. Matchings and Coverings
- Exact Sampling from Perfect Matchings of Dense Nearly Regular Bipartite Graphs
- Kernelization of Packing Problems
- NP-Completeness (Chapter 8)
- Matching. Applications Vertex Cover Cover Is Upper Bound. ∑ Simple Example. Maximum Matching
- Data Reduction for Maximum Matching on Real-World Graphs: Theory and Experiments
- 3-Dimensional Matching, Subset Sum Problems
- A 2K-Kernelization Algorithm for Vertex Cover Based on Crown
- Lecture 1: Basics, Bipartite Matching 1 P, NP, and NP-Complete
- Branch Decompositions and Their Applications
- Math 776 Graph Theory Lecture Notes 6 Matchings
- Matroids [Read Chapter 4 and 7 first.] Status: Needs Significant Revision Or Deletion Merge Into Greedy Notes As Hardsection?
- The Maximum Clique Problem: Algorithms, Applications, and Implementations
- 1. Lecture Notes on Bipartite Matching
- Characterizing Graphs of Maximum Matching Width at Most 2
- Exact Weight Perfect Matching of Bipartite Graph Is NP-Complete ∗
- Kernelization Algorithms for the Vertex Cover Problem: Theory and Experiments∗
- Traveling Salesman Problem
- Bipartite Graphs and Matchings
- Graph Theory II 1 Matchings
- Traveling Salesman Path Problems
- Maximum Matching in Bipartite Graphs
- Map-Matching Using Shortest Paths Extended Abstract Erin Chambers Brittany Terese Fasy Department of Computer Science School of Computing and Dept
- Kergm: Kernelized Graph Matching
- On Matroid Parity and Matching Polytopes
- Graphs - III Vertex Cover Stable Matching Gale-Shapely Theorem Euler Cycle Hamiltonian Cycle
- Lecture 15 1 Matroid Matching
- Shortest Path Algorithms 1 Dijkstra's Algorithm 2 Conservative Weightings
- Cyclewidth and the Grid Theorem for Perfect Matching Width of Bipartite
- NOTES on MATCHING 1. Introduction and Definitions This Paper
- Math 38 - Graph Theory Nadia Lafrenière Covers, Matchings and Independent Sets 05/04/2020
- 5. Kernelization COMP6741: Parameterized and Exact Computation
- Complexity of Counting
- Set Covering with Our Eyes Closed∗
- A Necessary and Sufficient Condition for Graph Matching Being
- Measuring the Distance Between Merge Trees
- Lecture 22: Bipartite Matchings and Vertex Covers 1 Bipartite Matching and Total Unimodularity
- The Maximum Clique Problem J
- CS 583: Approximation Algorithms: Covering Problems∗
- (Greedy) and Matching (Local Search) 1 Set Cover Problem
- Finding Branch-Decompositions and Rank-Decompositions
- The Traveling Salesman Problem∗
- CDMTCS Research Report Series Branchwidth, Branch
- Efficient Algorithms for Clique Problems
- Redalyc.A Simple Algorithm for Maximum Clique and Matching
- Matroid Matching: the Power of Local Search
- Notes on 1: Introduction ∗
- Exponential Family Graph Matching and Ranking
- Matroids, Matchings, and Fairness
- Maximum Matching with Ordering Constraints Is NP-Complete
- Matching Free Trees with Replicator Equations
- Single Source Shortest Path Problem, the Maximum Flow Problem, and the Minimum Cost Flow Problem
- Matchings in Graphs
- The Travelling Salesman Problem and Some Applications
- CS 170 Dis 9 1 Maximal Matching 2 Bipartite Vertex Cover
- Final Exam Solutions Instructor: Richard Peng Monday Dec 11, 2:50-5:40Pm
- 18.1 Set Cover 621
- Graph Theory II
- 1 Introduction 2 Set Cover and Maximum Coverage
- Survey of Approximation Algorithms for Set Cover Problem
- Chapter 7 * 7.13 Assignment Problem
- Lecture 19 the An-Kleinberg-Shmoys Algorithm for the Traveling Salesman Path Problem
- Exact Bound for a TSP Cost in Two Dimensions
- Solving Hard Stable Matching Problems Involving Groups of Similar Agents Arxiv:1708.04109V2 [Cs.GT] 13 Dec 2018
- NP-Completeness
- Computational Complexity Let’S Take a Look at Some Familiar Problems
- A Lower Bound for the Shortest Path Problem
- ♯P Complexity of the Permanent an Interactive Proof for P♯P (Lecture Note)