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    Chapter and Conference Paper

    Dmitrii S. Silvestrov

    This chapter presents short biographical notes about Professor Dmitri S. Silvestrov.

    Sergei Silvestrov, Ola Hössjer in Stochastic Processes and Applications (2018)

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    Chapter and Conference Paper

    Phase-Type Distribution Approximations of the Waiting Time Until Coordinated Mutations Get Fixed in a Population

    In this paper we study the waiting time until a number of coordinated mutations occur in a population that reproduces according to a continuous time Markov process of Moran type. It is assumed that any individ...

    Ola Hössjer, Günter Bechly, Ann Gauger in Stochastic Processes and Applications (2018)

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    Chapter and Conference Paper

    Continuous Approximations of Discrete Choice Models Using Point Process Theory

    We analyze continuous approximations of discrete choice models with a large number of options. We start with a discrete choice model where agents choose between different options, and where each option is defi...

    Hannes Malmberg, Ola Hössjer in Stochastic Processes and Applications (2018)

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    Chapter and Conference Paper

    Nonlinearly Perturbed Birth-Death-Type Models

    Asymptotic expansions are presented for stationary and conditional quasi-stationary distributions of nonlinearly perturbed birth-death-type semi-Markov models, as well as for computing coefficients of ...

    Dmitrii Silvestrov, Mikael Petersson, Ola Hössjer in Stochastic Processes and Applications (2018)

  5. Article

    Asymptotic bias and variance for a general class of varying bandwidth density estimators

    We consider a general class of varying bandwidth estimators of a probability density function. The class includes the Abramson estimator, transformation kernel density estimator (TKDE), Jones transformation ke...

    Ola Hössjer in Probability Theory and Related Fields (1996)

  6. Article

    The change-of-variance function for dependent data

    The infinitesimal stability of the asymptotic variance is considered forM-estimators of a location parameter when the nominal sample with i.i.d. data is contaminated by a possibly dependent process. It is shown t...

    Ola Hössjer in Probability Theory and Related Fields (1991)