Concepedia
Statistics
Publications
17
Citations
485
Location
Prague, Czechia
Mefi (Czechia) is a company institution in Prague, Czechia known for engineering, approximation theory, and nonlinear filtering.
Top concepts
EngineeringInverse ProblemsApproximation TheorySignal ProcessingNumerical AnalysisNonlinear FilteringStochastic AnalysisState EstimationProbabilityUncertainty Quantification
Efficiency of the Extended Kalman Filter for Nonlinear Systems with Small Noise
Jean Picard · SIAM Journal on Applied Mathematics · 1991 · 75 citations
State Estimation, Small Noise, Nonlinear System Identification +12
Nonlinear Filtering of One-Dimensional Diffusions in the Case of a High Signal-to-Noise Ratio
Jean Picard · SIAM Journal on Applied Mathematics · 1986 · 64 citations
Nonlinear Filtering, Engineering, High Signal-to-noise Ratio +17
MLE for partially observed diffusions: direct maximization vs. the em algorithm
Fabien Campillo, François Le Gland · Stochastic Processes and their Applications · 1989 · 57 citations
Observed Diffusions, Em Algorithm, Engineering +9
Time-discretization of the zakai equation for diffusion processes observed in correlated noise
Patrick Florchinger, François Le Gland · Stochastics and stochastics reports · 1991 · 56 citations
Numerical Analysis, Engineering, Diffusion Processes +18
Approximation of Upper Lyapunov Exponents of Bilinear Stochastic Differential Systems
Denis Talay · SIAM Journal on Numerical Analysis · 1991 · 48 citations
Spectral Theory, Mathematical Programming, Numerical Analysis +13
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