Mostrar 1 - 7 resultats de 7 per cerca '"DRNTU::Science::Mathematics::Probability theory"', hora de la petició: 0.09sec Refinar resultats
  1. 1
    Comparison between two types of large sample covariance matrices

    Comparison between two types of large sample covariance matrices per Pan, Guangming

    Publicat 2014
    Matèries: “…DRNTU::Science::Mathematics::Probability theory…”
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    Journal Article
  2. 2
    Supermodular ordering of poisson arrays

    Supermodular ordering of poisson arrays per Kızıldemir, Bünyamin, Privault, Nicolas

    Publicat 2015
    Matèries: “…DRNTU::Science::Mathematics::Probability theory…”
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    Journal Article
  3. 3
    Spectral analysis of normalized sample covariance matrices with large dimension and small sample size

    Spectral analysis of normalized sample covariance matrices with large dimension and small sample size per Chen, Binbin

    Publicat 2013
    Matèries: “…DRNTU::Science::Mathematics::Probability theory…”
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    Thesis
  4. 4
    Supermodular comparison inequalities in option pricing and information inequalities

    Supermodular comparison inequalities in option pricing and information inequalities per Kizildemir, Bunyamin

    Publicat 2017
    Matèries: “…DRNTU::Science::Mathematics::Probability theory…”
    Obtenir text complet
    Thesis
  5. 5
    Valuation of dependent defaultable bonds : stochastic analysis of determinantal point processes

    Valuation of dependent defaultable bonds : stochastic analysis of determinantal point processes per Low, Kah Choon

    Publicat 2014
    Matèries: “…DRNTU::Science::Mathematics::Probability theory…”
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    Thesis
  6. 6
    Strategic behaviour, equilibria and economic optimality in settings with competing interests

    Strategic behaviour, equilibria and economic optimality in settings with competing interests per Polak, Ido David

    Publicat 2017
    Matèries:
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    Thesis
  7. 7
    OddEasy : design and development of a game for learning probability

    OddEasy : design and development of a game for learning probability per Joshua Aristo Nathaniel Hendra

    Publicat 2017
    Matèries:
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    Final Year Project (FYP)

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