M. Grigoriu - Concepedia

Author

M. Grigoriu

Cornell University

Also Known As

Grigoriu M., M Grigoriu, M. Grigoriu

Publications

657

Citations

H-Index

Concepts

All Affiliations

Cornell University Sandia National Laboratories Sandia National Laboratories California Hollister (United States)

About

M. Grigoriu is an author at Cornell University specializing in engineering, statistics, and systems engineering.

Top Concepts

#	Concept	H-Index	Publications	Citations
1	Engineering	14	17	553
2	Management	1	1	14
3	Natural Sciences	1	1	34
4	Applied Physics	1	1	40
5	Computer Engineering	1	1	35

M. Grigoriu

Publications

615

Citations

H-Index

Page 1

	Year	Citations
On the accuracy of the polynomial chaos approximation Richard Field, M. Grigoriu Probabilistic Engineering Mechanics Numerical AnalysisPade ApproximantEngineeringChaos TheoryPolynomial Chaos Approximation	2004	139
Reduced order models for random functions. Application to stochastic problems M. Grigoriu Applied Mathematical Modelling EngineeringStochastic SystemStochastic CalculusStochastic Dynamical SystemProbability Theory	2007	91
Methods for approximate reliability analysis M. Grigoriu Structural Safety ReliabilityReliability EngineeringEngineeringReliability ModellingUncertainty Quantification	1982	42
Probability and Materials: from Nano- to Macro-Scale: A summary Lori Graham‐Brady, Sanjay R. Arwade, David J. Corr, Probabilistic Engineering Mechanics Materials ScienceNanoscienceEngineeringNanomaterialsNanotechnology	2006	40
RESPONSE OF DYNAMIC SYSTEMS TO POISSON WHITE NOISE M. Grigoriu Journal of Sound and Vibration Statistical Signal ProcessingReliability EngineeringEngineeringResponse StatisticsComputer Engineering	1996	35
On the efficacy of stochastic collocation, stochastic Galerkin, and stochastic reduced order models for solving stochastic problems Richard Field, M. Grigoriu, John M Emery Probabilistic Engineering Mechanics Numerical AnalysisReduced Order ModelingStochastic GalerkinEngineeringNatural Sciences	2015	34
A method for solving stochastic equations by reduced order models and local approximations M. Grigoriu Journal of Computational Physics Numerical AnalysisReduced Order ModelingEngineeringStochastic SystemStochastic Calculus	2012	29
Equivalent linearization for systems driven by Lévy white noise M. Grigoriu Probabilistic Engineering Mechanics Nonlinear System IdentificationLévy White NoiseStochastic Dynamical SystemLinear SystemNonlinear Signal Processing	2000	29
Simulation of Stationary Process Via a Sampling Theorem M. Grigoriu Journal of Sound and Vibration	1993	21
Optimal design of sensor networks for vehicle detection, classification, and monitoring Richard Field, M. Grigoriu Probabilistic Engineering Mechanics Sensor NetworksAutomotive TrackingVehicle CommunicationEngineeringAerospace Engineering	2005	21

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