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article · Defense Technical Information Center (DTIC) · 1993

System Level Fault Tolerance in Parallel and Distributed Computing Systems

Cited by 0Abstract and details only

Abstract

The major thrust of our effort was focused on the theory and practice of responsive (fault-tolerant, real-time) computing in parallel and distributed processing environments. New efficient methods of system testing have been developed which shorten a multiprocessor testing time by orders of magnitude and, therefore, can be used at system booting (previous techniques were prohibitively long. A new design framework for responsive computing was designed and is being implemented for validation. This framework for responsive computing was designed and is being implemented for validation. This framework is based on consensus which can be used to provide synchronization, reliable communication, fault diagnosis, checkpointing and even scheduling in multiprocessor environments. We have formalized and quantified the space-time tradeoff for efficient fault recovery. The system model is a graph, and we were especially successful in analysis of meshes and hypercubes. We developed a new method called naturally redundant algorithms which allows efficient implementation of application-specific techniques

Cite this paper

APA 7

(1993). System Level Fault Tolerance in Parallel and Distributed Computing Systems. Defense Technical Information Center (DTIC).

MLA 9

“System Level Fault Tolerance in Parallel and Distributed Computing Systems.” Defense Technical Information Center (DTIC), 1993.

Chicago

1993. “System Level Fault Tolerance in Parallel and Distributed Computing Systems.” Defense Technical Information Center (DTIC).

Harvard

(1993) ‘System Level Fault Tolerance in Parallel and Distributed Computing Systems’, Defense Technical Information Center (DTIC).

BibTeX
@article{anon1993system,
  title = {{System Level Fault Tolerance in Parallel and Distributed Computing Systems}},
  journal = {Defense Technical Information Center (DTIC)},
  year = {1993}
}

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