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Self-stabilization

Autor Shlomi Dolev
Vydavatel: Cambridge, Mass : MIT Press, 2000.
Vydání/formát:   Kniha : EnglishZobrazit všechny vydání a formáty
Databáze:WorldCat
Shrnutí:
"Self-stabilization, an important concept to theoreticians and practitioners in distributed computing and communication networks, refers to a system's abiiity to recover automatically from unexpected faults. Shlomi Dolev presents the fundamentals of self-stabilization and demonstrates the process of designing self-stabilizing distributed systems. He details the algorithms that can be started in an arbitrary state,  Přečíst více...
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Detaily

Typ dokumentu: Book
Všichni autoři/tvůrci: Shlomi Dolev
ISBN: 0262041782 9780262041782
OCLC číslo: 41834159
Popis: 197 p. : ill. ; 23 cm.
Obsahy: 1. Introduction --
2. Definitions, Techniques, and Paradigms. 2.1. Definitions of the Computational Model. 2.2. Self-Stabilization Requirements. 2.3. Complexity Measures. 2.4. Randomized Self-Stabilization. 2.5. Example: Spanning-Tree Construction. 2.6. Example: Mutual Exclusion. 2.7. Fair Composition of Self-Stabilizing Algorithms. 2.8. Recomputation of Floating Output. 2.9. Proof Techniques. 2.10. Pseudo-Self-Stabilization --
3. Motivating Self-Stabilization. 3.1. Initialization of a Data-Link Algorithm in the Presence of Faults. 3.2. Arbitrary Configuration Because of Crashes. 3.3. Frequently Asked Questions --
4. Self-Stabilizing Algorithms for Model Conversions. 4.1. Token-Passing: Converting a Central Daemon to read/write.
Odpovědnost: Shlomi Dolev.

Anotace:

"Self-stabilization, an important concept to theoreticians and practitioners in distributed computing and communication networks, refers to a system's abiiity to recover automatically from unexpected faults. Shlomi Dolev presents the fundamentals of self-stabilization and demonstrates the process of designing self-stabilizing distributed systems. He details the algorithms that can be started in an arbitrary state, allowing the system to recover from the faults that brought it to that state. The book proceeds from the basic concept of self-stabilzing algorithms to advanced applications."--BOOK JACKET.

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