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See detailAn introduction to the PROSPER package for LaTeX users
Marichal, Jean-Luc UL; Schiltz, Jang UL

Presentation (2004, March 09)

PROSPER is a LaTeX class for writing transparencies. It is written on top of the seminar class by Timothy Van Zandt. It aims at offering an environment for easily creating slides for both presentations ... [more ▼]

PROSPER is a LaTeX class for writing transparencies. It is written on top of the seminar class by Timothy Van Zandt. It aims at offering an environment for easily creating slides for both presentations with an overhead projector and a video projector. Slides prepared for a presentation with a computer and a video projector may integrate animation effects, incremental display, and such. [less ▲]

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See detailLes modes opératoires de la cryptographie symétrique
Schiltz, Jang UL

Scientific Conference (2003, May 15)

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See detailLes modes opéatoires de la cryptographie symétrique
Schiltz, Jang UL

Report (2003)

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See detailHypoelliptic non-homogeneous diffusions
Schiltz, Jang UL

Scientific Conference (2002, October 10)

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See detailRSA: bases mathématiques
Schiltz, Jang UL

Scientific Conference (2002, May 16)

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See detailApplications of elliptic curves to cryptology
Schiltz, Jang UL

Presentation (2002, April 13)

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See detailElliptic Curves
Schiltz, Jang UL

Presentation (2002, April 03)

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See detailRSA - bases mathématiques
Schiltz, Jang UL

Report (2002)

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See detailLa formule de Clark-Ocone et ses généralisations
Schiltz, Jang UL

Presentation (2000, December 13)

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See detailDifférentiation sur les espaces de Sobolev généralisés
Schiltz, Jang UL

Presentation (2000, November 25)

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See detailLe chaos de Wiener et l'intégrale de Skohorod
Schiltz, Jang UL

Presentation (2000, November 15)

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See detailLe calcul stochastique
Schiltz, Jang UL

Presentation (2000, May 17)

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See detailNonlinear filtering with an infinite dimensional signal process
Schiltz, Jang UL; Boulanger, Christophe

in Portugaliae Matematicae (1999), 56

In this paper, we investigate a nonlinear ¯ltering problem with correlated noises, bounded coe±cients and a signal process evolving in an in¯nite dimensional space. We derive the Kushner{Stratonovich and ... [more ▼]

In this paper, we investigate a nonlinear ¯ltering problem with correlated noises, bounded coe±cients and a signal process evolving in an in¯nite dimensional space. We derive the Kushner{Stratonovich and the Zakai equation for the associated ¯lter respectively unnormalized ¯lter. A robust form of the Zakai equation is established for an uncorrelated ¯ltering problem. [less ▲]

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See detailA support theorem for the filter under infinite dimensional noise and unbounded observation coefficient
Schiltz, Jang UL

in Applied Mathematics & Optimization (1999), 39

In this paper we consider a nonlinear filtering problem with an unbounded observation coefficient, correlated noises, and a signal process driven by an infinite dimensional Brownian motion. We prove that ... [more ▼]

In this paper we consider a nonlinear filtering problem with an unbounded observation coefficient, correlated noises, and a signal process driven by an infinite dimensional Brownian motion. We prove that the unnormalized filter admits a smooth density which is in the Schwartz space and we give a description of the support of the law of this density. [less ▲]

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See detailMalliavin Calculus for infinitely degenerated second order operators
Schiltz, Jang UL

Presentation (1998, March 30)

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See detailFiltrage de diffusions faiblement bruitées
Schiltz, Jang UL

Presentation (1998, February 17)

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See detailVaradhan estimates for diffusions with time dependent coefficients
Schiltz, Jang UL

in Huskova, Marie; Lachout, Petr; Visek, Jan Amos (Eds.) Proceedings of Prague Stochastics 98 (1998)

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