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Collusion-resistant cost-sharing mechanisms : design techniques, analyses, trade-offs / Florian Schoppmann. 2009
Content
Introduction
Algorithmic Mechanism Design
Cost Sharing
Examples
Cost-Sharing Mechanisms
Design Techniques for Cost-Sharing Mechanisms
Contribution
Lexicographic Maximization: Beyond Cross-Monotonicity
Cost Sharing Without Indifferences: To Be or Not to Be (Served)
Does Coalition Size Matter?
Generalizing the Model
Other Related Work
Applications
Characterizing Collusion-Resistant Cost Sharing
Outside the Realm of Cost Sharing
Organization
Prerequisites
Bibliographic Notes
Preliminaries
The Formal Model
Notation
Cost-Sharing Problems and Mechanisms
Non-Manipulability
Cost-Sharing Methods
Dealing with Indifferences
Budget Balance and Economic Efficiency
Special Cost Functions
Previous Design Techniques
Vickrey-Clarke-Groves Mechanisms
Moulin Mechanisms
Optimization Problems
Scheduling Problems
Bin Packing
Network Problems
Lexicographic Maximization: Beyond Cross-Monotonicity
Overview of Contribution
Symmetric Mechanisms
Symmetric Cost-Sharing Methods and Mechanisms
Computing the Outcome of Symmetric Mechanisms
Symmetric Mechanisms for Symmetric Subadditive Costs
Computing Two-Price Cost-Sharing Forms
Lower Bound on the Performance of Symmetric Mechanisms
What Can Be Achieved with One Price?
Applications
Makespan Minimization with Identical Jobs
Makespan Minimization with Non-Identical Jobs
Characterizing Symmetry and 1-BB
An Impossibility Result
GSP and 1-BB Cost-Sharing Mechanisms for Three Players
Beyond Symmetric Costs
Precedence-Monotonic Cost Shares
The Missing Link to GSP
Conclusion
Cost Sharing Without Indifferences: To Be or Not to Be (Served)
Overview of Contribution
Cost Sharing Without Indifferences
Definitions
Equivalence of Models Without Indifferences
WSGSP Implies Separability
WGSP Does Not Imply Separability
Egalitarian Mechanisms
Efficiency of Egalitarian Mechanisms
Most Cost-Efficient Set Selection
Submodular and Supermodular Costs
Acyclic Mechanisms and SGSP
Egalitarian Mechanisms Are Acyclic
Sequential Stand-Alone Mechanisms
A Framework for Polynomial-Time Computation
Applications
Makespan Minimization and Bin Packing Cost-Sharing Problems
Monotonic Approximation Algorithms
Non-Monotonic Approximation Algorithms with a Polynomial-Time Computable Monotonic Bound
Makespan Problems with Monotonic Optimal Costs
Scheduling Problems with Supermodular Costs
Conclusion
Does Coalition Size Matter?
Overview of Contribution
Notions of Non-Manipulability by Small Coalitions
Resistance Against Coalitions with Side-Payments
Some Preliminary Implications by SP and WUNB
k-GSP Is Strictly Weaker Than GSP
Group-Strategyproofness Against Only Two Players
Upper Continuity and 2-GSP Together Imply GSP
Separability and 2-GSP Together Imply GSP
Weak Group-Strategyproofness and Non-Bossiness
Separability and 2-WGSP Do Not Imply WGSP
2-GSP Implies WGSP
Relationship Between Collusion-Resistance and Non-Bossiness Properties
Conclusion
Generalizing the Model
Overview of Contribution
General-Demand Cost Sharing
Generalized Moulin Mechanisms
Conclusion
Bibliography
Index
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