Ressource pédagogique : Speculating Seriously in Distributed Computing
Présentation de: Speculating Seriously in Distributed Computing
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Description de la ressource pédagogique
Description (résumé)
If we are ever to understand what computers can collectively do, we need a new theory of complexity. Recent evolutions, including the cloud and the multicore, are turning computing ubiquitously distributed, rendering the classical complexity theory of centralized computing at best insufficient. A complexity theory for distributed computing has emerged in the last decades, measuring complexity for each specific model of the networked environment, represented by an adversary that may provoke asynchrony, failures, contention, etc. This one adversary - one result approach led to an exponential proliferation of seemingly unrelated results, none of which captures current practices in the development of distributed applications. Instead, applications rely on speculative algorithms that perform well when the environment behaves nicely and gracefully degrades if the environment is more hostile, considering thereby several adversaries at the same time. With no underlying theory, the proposed speculative algorithms lack however rigor and there is anecdotal evidence of their fragility. It is moreover usually impossible to predict their behavior or determine whether their limitations are related to fundamental impossibilities or artifacts of specific infrastructures. The goal of this talk is to discuss a glimmer of a theory of speculative distributed computing.
"Domaine(s)" et indice(s) Dewey
- Algorithmes (518.1)
- Recursive functions (511.352)
Thème(s)
Intervenants, édition et diffusion
Intervenants
Éditeur(s)
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Région PACA
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INRIA (Institut national de recherche en informatique et automatique)
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Diffusion
Document(s) annexe(s) - Speculating Seriously in Distributed Computing
AUTEUR(S)
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Rachid GUERRAOUI
ÉDITION
Région PACA
INRIA (Institut national de recherche en informatique et automatique)
EN SAVOIR PLUS
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Identifiant de la fiche
12690 -
Identifiant
oai:canal-u.fr:12690 -
Schéma de la métadonnée
- LOMv1.0
- LOMFRv1.0
- Voir la fiche XML
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Entrepôt d'origine
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Date de publication
04-04-2013