Search Results - Le Gland, F.

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  1. 1
    Time discretization of continuous-time filters and smoothers for HMM parameter estimation

    Time discretization of continuous-time filters and smoothers for HMM parameter estimation by James, M.R., Krishnamurthy, V., Le Gland, F.

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  2. 2
    Stability and Uniform Approximation of Nonlinear Filters Using the Hilbert Metric and Application to Particle Filters

    Stability and Uniform Approximation of Nonlinear Filters Using the Hilbert Metric and Application to Particle Filters by Le Gland, François, Nadia Oudjane

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  3. 3
    Exponential Forgetting and Geometric Ergodicity in Hidden Markov Models

    Exponential Forgetting and Geometric Ergodicity in Hidden Markov Models by Le Gland, Francçois, Mevel, Laurent

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  4. 4
    Approximate Nonlinear Filtering by Projection on Exponential Manifolds of Densities

    Approximate Nonlinear Filtering by Projection on Exponential Manifolds of Densities by Brigo, Damiano, Hanzon, Bernard, Le Gland, François

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  5. 5
    Consistent parameter estimation for partially observed diffusions with small noise

    Consistent parameter estimation for partially observed diffusions with small noise by JAMES, M. R, LE GLAND, F

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  6. 6
    Basic Properties of the Projective Product with Application to Products of Column-Allowable Nonnegative Matrices

    Basic Properties of the Projective Product with Application to Products of Column-Allowable Nonnegative Matrices by Le Gland, Francçois, Mevel, Laurent

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  7. 7
    A particle filter for target arrival detection and tracking in Track-Before-Detect

    A particle filter for target arrival detection and tracking in Track-Before-Detect by Lepoutre, A., Rabaste, O., Le Gland, F.

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  8. 8
    Multidimensional Laplace formulas for nonlinear Bayesian estimation

    Multidimensional Laplace formulas for nonlinear Bayesian estimation by Bui Quang, P., Musso, C., Le Gland, F.

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  9. 9
    Optimized instrumental density for particle filter in track-before-detect

    Optimized instrumental density for particle filter in track-before-detect by Lepoutre, A, Rabaste, O, Le Gland, F

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  10. 10
    An insight into the issue of dimensionality in particle filtering

    An insight into the issue of dimensionality in particle filtering by Bui Quang, P., Musso, C., Le Gland, F.

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  11. 11
    Introducing the Laplace approximation in particle filtering

    Introducing the Laplace approximation in particle filtering by Musso, C., Bui Quang, P., Le Gland, F.

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  12. 12
    SMC with adaptive resampling: Large sample asymptotics

    SMC with adaptive resampling: Large sample asymptotics by Arnaud, E., Le Gland, F.

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  13. 13
    Information fusion for indoor localization

    Information fusion for indoor localization by Blanchart, P., Liyun He, Le Gland, F.

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  14. 14
    A differential geometric approach to nonlinear filtering: the projection filter

    A differential geometric approach to nonlinear filtering: the projection filter by Brigo, D., Hanzon, B., Le Gland, F.

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  15. 15
    Position estimation of a towed underwater body

    Position estimation of a towed underwater body by Joannides, M., Le Gland, F.

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  16. 16
    Time discretization of continuous-time filters for hidden Markov model parameter estimation

    Time discretization of continuous-time filters for hidden Markov model parameter estimation by James, M.R., Krishnamurthy, V., Le Gland, F.

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  17. 17
    Versatile reactions of a para-bromophenylacetylide iron(II) derivative and X-ray structure of the fluoro analogue. : Synthesis of new redox-active organoiron(II) synthons

    Versatile reactions of a para-bromophenylacetylide iron(II) derivative and X-ray structure of the fluoro analogue. : Synthesis of new redox-active organoiron(II) synthons by Courmarcel, James, Le Gland, Gildas, Toupet, Loic, Paul, Frédéric, Lapinte, Claude

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  18. 18
    A robustification approach to stability and to uniform particle approximation of nonlinear filters: the example of pseudo-mixing signals

    A robustification approach to stability and to uniform particle approximation of nonlinear filters: the example of pseudo-mixing signals by LeGland, François, Oudjane, Nadia

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  19. 19
    A differential geometric approach to nonlinear filtering: the projection filter

    A differential geometric approach to nonlinear filtering: the projection filter by Brigo, D., Hanzon, B., LeGland, F.

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  20. 20
    Limit theorems for the multilevel splitting algorithm in the simulation of rare events

    Limit theorems for the multilevel splitting algorithm in the simulation of rare events by Cerou, F., LeGland, F., Del Moral, P., Lezaud, P.

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