Distributed Computing
15th International Conference, DISC 2001, Lisbon, Portugal, October 3-5, 2001. Proceedings (Lecture Notes in Computer Science)
1 edition
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Word Count
85,750 words, Guess
Page Count
343 pages
Physical Format
Paperback
Identifiers
- Internet Archivedistributedcompu00welc
- Internet Archivespringer_10.1007-3-540-45414-4
- ISBN-103540426051
- ISBN-139783540426059
- Goodreads5736315
and 2 more
- Library of Congress Control Number2001049739
- Open LibraryOL9885607M
Description
Distributed Computing: 15th International Conference, DISC 2001 Lisbon, Portugal, October 3–5, 2001 Proceedings<br />Author: Jennifer Welch<br /> Published by Springer Berlin Heidelberg<br /> ISBN: 978-3-540-42605-9<br /> DOI: 10.1007/3-540-45414-4<br /><br />Table of Contents:<p></p><ul><li>A Time Complexity Bound for Adaptive Mutual Exclusion </li><li>Quorum-Based Algorithms for Group Mutual Exclusion </li><li>An Effective Characterization of Computability in Anonymous Networks </li><li>Competitive Hill-Climbing Strategies for Replica Placement in a Distributed File System </li><li>Optimal Unconditional Information Diffusion </li><li>Computation Slicing: Techniques and Theory </li><li>A Low-Latency Non-blocking Commit Service </li><li>Stable Leader Election </li><li>Adaptive Long-lived O(k </li><li>A New Synchronous Lower Bound for Set Agreement </li><li>The Complexity of Synchronous Iterative Do-All with Crashes </li><li>Mobile Search for a Black Hole in an Anonymous Ring </li><li>Randomised Mutual Search for k > 2 Agents </li><li>Self-stabilizing Minimum Spanning Tree Construction on Message-Passing Networks </li><li>Self Stabilizing Distributed Queuing </li><li>A Space Optimal, Deterministic, Self-stabilizing, Leader Election Algorithm for Unidirectional Rings </li><li>Randomized Finite-state Distributed Algorithms As Markov Chains </li><li>The Average Hop Count Measure For Virtual Path Layouts </li><li>Efficient Routing in Networks with Long Range Contacts </li><li>An Efficient Communication Strategy for Ad-hoc Mobile Networks</li></ul>
First Sentence
In this paper, we consider the time complexity of adaptive mutual exclusion algorithms.
Subjects
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