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Representation for martingales living after a random time with applications. (2022). Choulli, Tahir ; Alharbi, Ferdoos.
In: Papers.
RePEc:arx:papers:2203.11072.

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  1. Log-optimal portfolio after a random time: Existence, description and sensitivity analysis. (2022). Choulli, Tahir ; Alharbi, Ferdoos.
    In: Papers.
    RePEc:arx:papers:2204.03798.

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  2. Aksamit, A., Choulli, T., Deng, J. and Jeanblanc, M. (2018): No-arbitrage under a class of honest times. Finance and Stochastics, 22(1), 127-159.

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  10. Choulli, T., and Yansori, S. (2021). Explicit description of all deflators for market models under random horizon with applications to NFLVR, available on Arxiv.

  11. Choulli, T., and Yansori, S. (2022). Log-optimal and numéraire portfolios for market models stopped at a random time, to appear in Finance and Stochastics.

  12. Choulli, T., and Yansori, S. (2022). Log-optimal portfolio without NFLVR: existence, complete characterization, and duality, available at arXiv preprint arXiv:1807.06449. To appear in Probability Theory and Applications (TVP), Vol. 67, No. 2.
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  13. Choulli, T., Daveloose, C. and Vanmaele, M. (2020): A martingale representation theorem and valuation of defaultable securities, Mathematical Finance, Vol. 30, Issue 4, 1527-1564.

  14. Dellacherie, C. and Meyer, P-A.(1980): Probabilité et Potential, Théorie des martingales. Chapter V-VIII. Hermann.
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  19. Jeulin, T (1980): Semi-martingales et grossissement de filtration, Springer-Verlag, Vol. 833, Lecture
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    In: Papers.
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