Gregory Provan

Prof. Gregory Provan


Research Focus & Metrics

Academic Career Length

37Years (1990-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 August 1996 in Artificial Intelligence
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Journal Article
Open access
MPMalcolm Pradhan
Malcolm Pradhan
MHMax Henrion
Max Henrion
GPGregory Provan
Gregory Provan
BFBrendan Del Favero
Brendan Del Favero
KHKurt Huang
Kurt Huang
Bilities may not impair diagnosticperformance significantly, and that simple binary representationsmay often be adequate. These findings of robustness suggest thatbelief networks are a practical representation without requiring undueprecision.Probabilistic Reasoning, Bayesian Networksalso Section on Medical Informatics, Stanford University, Stanford, CA 94305.also Engineering-Economic Systems, Stanford University, Stanford, CA 94305.1 The Tradeoff Between Accuracy and Cost...

1 June 2010 in Journal of Theoretical Biology
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Journal Article
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RFRonan MT Fleming
Ronan MT Fleming
ITInes Thiele
Ines Thiele
GPGregory Provan
Gregory Provan
Heinz P. NasheuerHeinz P. Nasheuer
Heinz P. Nasheuer

27 May 2009 in PLOS ONE
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Journal Article
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PBPavel V. Baranov
Pavel V. Baranov
MVMaxime Venin
Maxime Venin
GPGregory Provan
Gregory Provan
The genetic code appears to be optimized in its robustness to missense errors and frameshift errors. In addition, the genetic code is near-optimal in terms of its ability to carry information in addition to the sequences of encoded proteins. As evolution has no foresight, optimality of the modern genetic code suggests that it evolved from less optimal code variants. The length of codons in the genetic code is also optimal, as three is the minimal nucleotide combination that can encode the twenty standard amino acids. The apparent impossibility of transitions between codon sizes in a discontinuous manner during evolution has resulted in an unbending view that the genetic code was always triplet. Yet, recent experimental evidence on quadruplet decoding, as well as the discovery of organisms with ambiguous and dual decoding, suggest that the possibility of the evolution of triplet decoding from living systems with non-triplet decoding merits reconsideration and further exploration. To explore this possibility we designed a mathematical model of the evolution of primitive digital coding systems which can decode nucleotide sequences into protein sequences. These coding systems can evolve their nucleotide sequences via genetic events of Darwinian evolution, such as point-mutations. The replication rates of such coding systems depend on the accuracy of the generated protein sequences. Computer simulations based on our model show that decoding systems with codons of length greater than three spontaneously evolve into predominantly triplet decoding systems. Our findings suggest a plausible scenario for the evolution of the triplet genetic code in a continuous manner. This scenario suggests an explanation of how protein synthesis could be accomplished by means of long RNA-RNA interactions prior to the emergence of the complex decoding machinery, such as the ribosome, that is required for stabilization and discrimination of otherwise weak triplet codon-anticodon interactions.

1 September 1990 in International Journal of Approximate Reasoning
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Journal Article
Closed access
GPGregory Provan
Gregory Provan

1 March 1993 in IEEE Transactions on Pattern Analysis and Machine Intelligence
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Journal Article
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GPGregory Provan
Gregory Provan
JCJ.R. Clarke
J.R. Clarke

27 July 2010 in Journal of Artificial Intelligence Research
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Journal Article
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AFA. Feldman
A. Feldman
GPGregory Provan
Gregory Provan
AGA. Van Gemund
A. Van Gemund
We propose a StochAstic Fault diagnosis AlgoRIthm, called SAFARI, which trades off guarantees of computing minimal diagnoses for computational efficiency. We empirically demonstrate, using the 74XXX and ISCAS-85 suites of benchmark combinatorial circuits, that SAFARI achieves several orders-of-magnitude speedup over two well-known deterministic algorithms, CDA* and HA*, for multiple-fault diagnoses; further, SAFARI can compute a range of multiple-fault diagnoses that CDA* and HA* cannot. We also prove that SAFARI is optimal for a range of propositional fault models, such as the widely-used weak-fault models (models with ignorance of abnormal behavior). We discuss the optimality of SAFARI in a class of strong-fault circuit models with stuck-at failure modes. By modeling the algorithm itself as a Markov chain, we provide exact bounds on the minimality of the diagnosis computed. SAFARI also displays strong anytime behavior, and will return a diagnosis after any non-trivial inference time.