WALCOM: Algorithms and Computation

Name: WALCOM: Algorithms and Computation | 12th International Conference, WALCOM 2018, Dhaka, Bangladesh, March 3-5, 2018, Proceedings
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12th International Conference, WALCOM 2018, Dhaka, Bangladesh, March 3-5, 2018, Proceedings

M. Sohel Rahman Wing-Kin Sung Ryuhei Uehara(Editor)

Springer (Publisher)

Published on 21. February 2018

XX, 265 pages

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978-3-319-75172-6 (ISBN)

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Content

Intro
Preface
Organization
Invited Talks
Optimal Sink Location Problems on Dynamic Flow Networks
Logic in Computational Biology
Morphing Planar Graph Drawings
Contents
A Simple Algorithm for r-gatherings on the Line
1 Introduction
2 r-gather-clustering on the Line
3 r-gathering
4 Conclusion
References
Enumeration of Nonisomorphic Interval Graphs and Nonisomorphic Permutation Graphs
1 Introduction
2 Preliminaries
3 General Framework
4 Enumeration of Nonisomorphic Interval Graphs
4.1 Canonical Representation
4.2 Parent-Child Relationship
4.3 Algorithm Analysis
4.4 Three Variants of Enumeration
5 Enumeration of Nonisomorphic Permutation Graphs
5.1 Canonical Representation
5.2 Parent-Child Relationship
5.3 Algorithm Analysis
6 Experimental Results
7 Concluding Remarks
References
Secret Key Amplification from Uniformly Leaked Key Exchange Complete Graph
1 Introduction
2 Known Results
3 Simple Protocol for up to 2n-3 Keys
4 Finding the Minimum Leak Probability
4.1 Formula for
4.2 Examples of Polynomials
5 Comparison
6 Conclusion
References
Approximating Partially Bounded Degree Deletion on Directed Graphs
1 Introduction
1.1 Our Work and Contributions
1.2 Notations and Definitions
2 Approximating PBDD via Submodular Optimization
3 Fully Bounded Degree Deletion
4 Partially Bounded Degree Deletion
4.1 Approximation Hardness
4.2 Approximation Algorithm
References
Minimum-Width Annulus with Outliers: Circular, Square, and Rectangular Cases
1 Introduction
2 Preliminaries
3 Circular Annulus with Outliers
4 Square Annulus with Outliers
4.1 Configuration of Optimal Solutions
4.2 Finding Candidate Outer Squares
4.3 Finding the Largest Inner Square for a Candidate Pair
5 Rectangular Annulus with Outliers
5.1 Finding the Smallest-Width Annulus for a Fixed Outer Rectangle
5.2 Putting it all Together
References
Minimum-Width Square Annulus Intersecting Polygons
1 Introduction
2 Preliminaries
3 Minimum-Width Square Annulus for Polygons
3.1 Computing Voronoi Diagrams
3.2 Searching the Region Between Two Polygonal Terrains
4 Minimum-Width Square Annulus for Convex Polygons
4.1 Properties of the Farthest-Outer Voronoi Diagram
4.2 Computing the Farthest-Outer Voronoi Diagram
4.3 Searching the Region Between Two Polygonal Terrains
References
Two New Schemes in the Bitprobe Model
1 Introduction
1.1 The Problem Statements
1.2 Previous Results
1.3 Our Contribution
2 Arrangement of Elements
3 The Adaptive Scheme
3.1 Our Datastructure
3.2 The Query Scheme
3.3 The Storage Scheme
4 The Non-adaptive Scheme
4.1 Our Datastructure
4.2 The Query Scheme
4.3 The Storage Scheme
5 Conclusion
References
Faster Network Algorithms Based on Graph Decomposition
1 Introduction
1.1 Related Work
1.2 Our Contribution
2 Preliminaries
2.1 BC-Trees
2.2 SPQR Trees
2.3 Mimicking Networks
2.4 Tree Product Queries
3 Preprocessing
3.1 Constructing D0 Data Structure
3.2 Constructing D1 Data Structure
3.3 Constructing D2 Data Structure
4 Computing s-t Max Flow in O(m+nr) Time
5 Algorithms for MFIP
5.1 Algorithms for Fast Queries
5.2 An Algorithm with Small Index
6 Dynamic Update and Query
7 Algorithms for Other Problems
8 Concluding Remarks
References
An Improvement of the Algorithm of Hertli for the Unique 3SAT Problem
1 Introduction
2 Hertli's Algorithm
3 Our Improvements
References
Random Popular Matchings with Incomplete Preference Lists
1 Introduction
1.1 Popular Matching
1.2 Related Work
1.3 Our Results
2 Preliminaries
3 Complete Preference Lists Setting
4 Incomplete Preference Lists Setting
4.1 Top-Choice Graph
4.2 Size of A2
5 Main Results
5.1 Upper Bound
5.2 Lower Bound
5.3 Phase Transition
5.4 Discussion
References
Scheduling Batch Processing in Flexible Flowshop with Job Dependent Buffer Requirements: Lagrangian Relaxation Approach
1 Introduction
2 Notation and Integer Programming Formulation
2.1 Integer Programming Formulation
3 Lagrangian Relaxation
3.1 Solution of the Lagrangian Relaxation Subproblems
3.2 Choice of the Planning Horizon
4 Lagrangian Heuristic
4.1 Wait Algorithm
5 Computational Experiments
6 Conclusion
References
Computing Periods.
1 Introduction
1.1 Real Computation
1.2 Periods and Their Computational Complexity
2 Our Algorithms and Their Analyses
2.1 Recap on Real Algebraic Geometry
2.2 A Real Randomized Algorithm
2.3 A Deterministic Algorithm
2.4 A Transcendental Algorithm
3 Implementation and Evaluation
3.1 Computing Environment
3.2 Performance Results
3.3 Interpretation
4 Conclusion and Perspectives
References
A Note on Online Colouring Problems in Overlap Graphs and Their Complements
1 Introduction
2 Preliminaries
3 Partitioning an Overlap Graph into Permutation Graphs
4 Competitiveness Through Partitioning
5 Approximation of Offline Variants
6 Concluding Remarks
References
Online Facility Assignment
1 Introduction
1.1 Related Work
1.2 Our Contributions
2 Preliminaries
3 Facility Assignment on a Line
3.1 Algorithm Greedy
3.2 Algorithm -Randomized-Greedy
3.3 Competitive Analysis of Algorithm Optimal-Fill
4 Facility Assignment on Connected Unweighted Graphs
4.1 Competitive Analysis of Algorithm Greedy
4.2 Competitive Analysis of Algorithm Optimal-Fill
5 Facility Assignment with a Finite Service Time
6 Conclusion
References
Fault-Tolerant Complete Visibility for Asynchronous Robots with Lights Under One-Axis Agreement
1 Introduction
2 Model and Preliminaries
3 Algorithm
4 Discussion and Concluding Remarks
References
A Simple, Fast, Filter-Based Algorithm for Circular Sequence Comparison
1 Introduction
1.1 Applications and Motivations
1.2 Our Contribution
1.3 Road Map
2 Preliminaries
3 Brief Literature Review
4 Filtering Algorithm
4.1 Overview of Our Approach
4.2 Filters of SimpLiFiCPM
4.3 The Approach of Our Algorithm
5 Experimental Results
5.1 Datasets
5.2 Environment
5.3 Experimental Results
6 Conclusions
References
Boosting over Non-deterministic ZDDs
1 Introduction
2 Problem Statement and AdaBoost*
2.1 1-Norm Hard Margin Maximization
2.2 AdaBoost*
2.3 AdaBoost
3 A Dag Representation for Samples
3.1 Non-deterministic ZDD (NZDD)
3.2 NZDD Representation for the Sample
3.3 Relations to ZDDs and NFAs
3.4 Complexity of Constructing NZDDs
4 Simulating AdaBoost* over an NZDD Representation for The sample
4.1 Updating the Path Distributions dt
4.2 Computing the Edges t,j
5 Conclusions
References
On Multiple Longest Common Subsequence and Common Motifs with Gaps (Extended Abstract)
1 Introduction
2 Background
2.1 Common Motifs with Gaps
2.2 Multiple Longest Common Subsequence
3 Complexity of Common Motifs with Gaps
4 Algorithms
4.1 A Branch and Bound Algorithm for MLCS Problem
4.2 A Branch and Bound Algorithm for CMG
5 Conclusions
References
FPT Algorithms Exploiting Carving Decomposition for Eulerian Orientations and Ice-Type Models
1 Introduction
2 Definitions
2.1 Graph Definitions
2.2 Carving Decomposition
3 Algorithm for Eulerian Orientations
3.1 Description of Algorithm1
3.2 Correctness and Complexity
4 Algorithm for Ice-Type Models
4.1 Description of Algorithm2
4.2 Correctness and Complexity
5 Conclusion
References
On Structural Parameterizations of Happy Coloring, Empire Coloring and Boxicity
1 Introduction
2 Preliminaries
3 Happy Coloring
4 Empire Coloring
5 Boxicity
References
Complexity of the Maximum k-Path Vertex Cover Problem
1 Introduction
2 Preliminaries
3 NP-Hardness of MaxP3VC on Split Graphs and MaxP4VC on Chordal Graphs
4 Algorithm for MaxP3VC on Trees
5 Algorithm for MaxP3VC on Graphs with Bounded Treewidth
References
On the Parallel Parameterized Complexity of the Graph Isomorphism Problem
1 Introduction
2 Preliminaries
3 GI for Distance to a Graph Class is in Para-AC1
4 GI Parameterized by Vertex Cover is in Para-TC 0
5 Logspace GI Algorithms for Bounded Distance to Graph Classes
6 Conclusion
References
Author Index

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WALCOM: Algorithms and Computation

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