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Backward SDEs, Lecture II Existence, Stability,and Numerical Methods Coxeter Lectures, Fields Institute, Toronto Nicole EL KAROUI Paris VI University, Ecole Polytechnique, [removed]
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Document Date: 2010-04-16 10:41:39


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RT RT / Backward RT RT / K E[e T β |xT |2 + β1 0 e sβ |fs |2 ds] NEK / NEK / Ust / Cp E[max |M|pT ] Representation Theorem NEK / /

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Facility

Fields Institute / Toronto Nicole EL KAROUI Paris VI University / /

IndustryTerm

elliptic operator / viscosity solution / /

NaturalFeature

cE[|MT / /

Organization

Fields Institute / Ecole Polytechnique / /

Person

Davis Gundy / Markovian Setting / Stability Fields Intitute / /

Position

T RT / RT / Backward Assumptions RT / semimartingale Forward / Forward / General / Lipschitz Assumptions Forward / integrable RT / cT c1 RT / Lipschitz Assumption A priori Forward / /