Showing 1 - 20 results of 110 for search '"stochastic integral"', query time: 0.22s Refine Results
  1. 1

    Stochastic integration / by 223860 Metivier, Michel, Pellaumail, J.

    Published 1980
    Subjects: “…Stochastic integrals…”
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    Stochastic integrals / by 353489 McKean, H. P.

    Published 1969
    Subjects: “…Stochastic integrals…”
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    Discrete Stochastic Integration by بشرى سليمان

    Published 2018-10-01
    “… We present in this article a game of chance (Saint Petersburg Paradox) and generalize it on a probability space as an example of a previsible (predictable) process, from which we get a discrete stochastic integration (DSI). Then we define a martingale  and present it as a good integrator of a discrete stochastic integration , which is called the martingale transform of  by  such that  is a previsible process. …”
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    Article
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    Discrete Stochastic Integration by Bushra Suliman

    Published 2018-10-01
    “… We present in this article a game of chance (Saint Petersburg Paradox) and generalize it on a probability space as an example of a previsible (predictable) process, from which we get a discrete stochastic integration (DSI). Then we define a martingale  and present it as a good integrator of a discrete stochastic integration , which is called the martingale transform of  by  such that  is a previsible process. …”
    Get full text
    Article
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    Stochastic integration and differential equations / by 195372 Protter, Philip E.

    Published 2005
    Subjects: “…Stochastic integrals…”
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    Stochastic integration and generalized martingales / by 406456 Kussmaul, A. U.

    Published 1977
    Subjects: “…Stochastic integrals…”
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    Iterated stochastic integrals and random velocity fluctuations by Kouji Yamamuro

    Published 2023-12-01
    Subjects: “…Stochastic integral…”
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    Article
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    Convergence to Stochastic Integrals with Non-linear integrands. by Caceres, C, Nielsen, B

    Published 2007
    “…In this paper we present a general result concerning the convergence to stochastic integrals with non-linear integrands. The key finding represents a generalization of Chan and Wei's (1988) Theorem 2.4 and that of Ibragimov and Phillips' (2004) Theorem 8.2. …”
    Working paper
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    Third cumulant stein approximation for Poisson stochastic integrals by Privault, Nicolas

    Published 2021
    “…We derive Edgeworth-type expansions for Poisson stochastic integrals, based on cumulant operators defined by the Malliavin calculus. …”
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    Journal Article
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