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members:dloukianova:welcome [2015/04/04 16:15] Dasha Loukianova |
members:dloukianova:welcome [2015/04/16 15:12] Dasha Loukianova |
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<h4 id="publications">Publications</h4> | <h4 id="publications">Publications</h4> | ||
<ol> | <ol> | ||
- | <li>Falconnet, M., Gloter, A., Loukianova, D., MLE in the context of a sub-balistic random walk in a parametric random environment, Mathematical Methods of Statistics, à paraître; http://arxiv.org/pdf/1405.2880.pdf</li> | + | <li>Andréolétti, P., Loukianova, D., Matias, C., <em>Hidden Markov model for parameter estimation of a random |
+ | walk in a Markov environment.</em>. à paraître, ESAIM Probabilité et statistique</li> | ||
+ | |||
+ | <li>Falconnet, M., Gloter, A., Loukianova, D., MLE in the context of a sub-balistic random walk in a parametric random environment, Mathematical Methods of Statistics, à paraître; | ||
+ | <A HREF="http://arxiv.org/pdf/1405.2880.pdf"> Télécharger</A> </li> | ||
<li>Falconnet, M., Loukianova, D., Matias, C., | <li>Falconnet, M., Loukianova, D., Matias, C., | ||
- | Central limit theorem for maximum likelihood estimator for ballistic random walk in a parametric random environment, Mathematical Methods of Statistics, à paraître; http://hal.archives-ouvertes.fr/hal-00783980</li> | + | Central limit theorem for maximum likelihood estimator for ballistic random walk in a parametric random environment, Mathematical Methods of Statistics, à paraître; |
- | <li>Comets, F., Falconnet, M., Loukianova, D., Loukianov. O., Matias, C., Maximum likelihood estimator consistency for ballistic random walk in a parametric random environment, Stochastic Processes and their Applications, vol. 124, pp. 268-288, 2014</li> | + | <A HREF="http://hal.archives-ouvertes.fr/hal-00783980"> Télécharger</A> |
+ | </li> | ||
+ | <li>Comets, F., Falconnet, M., Loukianova, D., Loukianov. O., Matias, C., Maximum likelihood estimator consistency for ballistic random walk in a parametric random environment, Stochastic Processes and their Applications, vol. 124, pp. 268-288, 2014; | ||
+ | <A HREF="https://hal.archives-ouvertes.fr/hal-00934657v1"> Télécharger</A> | ||
+ | </li> | ||
<li>Löcherbach, E., Loukianova, D., Loukianov. O., Spectral condition, hitting times and Nash inequality, | <li>Löcherbach, E., Loukianova, D., Loukianov. O., Spectral condition, hitting times and Nash inequality, | ||
- | Annales de l'Institut Henri Poincaré, Probabilités et Statistiques, vol. 50, n. 4, pp. 1213-1230, 2014</li> | + | Annales de l'Institut Henri Poincaré, Probabilités et Statistiques, vol. 50, n. 4, pp. 1213-1230, 2014 |
+ | <A HREF="http://arxiv.org/pdf/1103.4622.pdf"> Télécharger</A> | ||
+ | </li> | ||
<li>Löcherbach, E., Loukianova, D., Polynomial deviation bounds for recurrent Harris processes having general state space, ESAIM Probabilité et statistique, vol.17, pp. 195-218, 2013 </li> | <li>Löcherbach, E., Loukianova, D., Polynomial deviation bounds for recurrent Harris processes having general state space, ESAIM Probabilité et statistique, vol.17, pp. 195-218, 2013 </li> | ||
<li>Löcherbach, E., Loukianova, D.(2009). Deviation inequalities for centered additive functionals of recurrent Harris processes having general state space, Journal of Theoretical Probability, vol. 25, pp. 231-261, 2012</li> | <li>Löcherbach, E., Loukianova, D.(2009). Deviation inequalities for centered additive functionals of recurrent Harris processes having general state space, Journal of Theoretical Probability, vol. 25, pp. 231-261, 2012</li> | ||
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<h4>Articles soumis et en cours</h4> | <h4>Articles soumis et en cours</h4> | ||
<ol start="19"> | <ol start="19"> | ||
- | <li>Andréolétti, P., Loukianova, D., Matias, C., <em>MLE for Random | ||
- | Walk in Markovian environment and Hidden Markov Chains</em>. en revision finale, ESAIM Probabilité et statistique</li> | ||
<li>Comets, F., Falconnet, M., Loukianova, D., Loukianov, O., | <li>Comets, F., Falconnet, M., Loukianova, D., Loukianov, O., | ||
<em>Maximum likelihood estimator consistency for recurrent random walk | <em>Maximum likelihood estimator consistency for recurrent random walk |