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Institut Camille Jordan

France

154 papers here616 citations across 154
fields
  • math.CO18
  • math-ph16
  • math.PR16
  • math.AP13
  • math.RT13
  • math.GR12
  • math.QA11
  • math.LO10
ROR 01ekw7f87OpenAlex

affiliations via OpenAlex

output
20022009
most citedExistence, uniqueness and approximation of a stochastic Schrödinger equation: the diffusive case

72 citations

researchers with a paper here
  • F. Chapoton2 profiles11 · h 18
  • Jiang Zeng2 profiles7 · h 34
  • Itaï Ben Yaacov6
  • N. Guillotin-Plantard5 · h 12
  • Riccardo Biagioli2 profiles5 · h 11
  • E. Fricain4
  • J. Mashreghi4
  • M. Geck4 · h 35
  • Serge Richard2 profiles4
  • Clément Pellegrini3
  • Jean B'erard3
  • Jean-Louis Nicolas2 profiles3
collaborating institutions
  • International Center for Transitional JusticeUS79 papers
  • Lyon 1 UniversitéFR51 papers
  • Centre National de la Recherche ScientifiqueFR32 papers
  • Bouygues (France)FR10 papers
  • Institut National des Sciences Appliquées de LyonFR4 papers
  • École Centrale de LyonFR3 papers
  • Institut FourierFR3 papers
  • Institutul de Cercetari ElectrotehniceRO3 papers
  • Nankai UniversityCN3 papers
  • Université Paris CitéFR3 papers
  • Laboratoire de Mathématiques Blaise PascalFR2 papers
  • Laboratoire de Mathématiques d'OrsayFR2 papers
Showing 2009 · math.PRShow all

1 paper · 2 filters

math.PR2009

Optimal double stopping time

Magdalena Kobylanski, Marie-Claire Quenez, Elisabeth Rouy-Mironescu

We consider the optimal double stopping time problem defined for each stopping time S by $v(S)=\esssup\{E[ψ(τ_1, τ_2) | \F_S], τ_1, τ_2 \geq S \}$. Following the optimal one stop…

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