University of Minnesota
School of Mathematics
School of Mathematics         The diagram illustrates the local accuracy of the tangent line approximation to a smooth curve, or--otherwise stated--the closeness of the differential of a function to the difference of function values due to a small increment of the independent variable.  
    math.umn.edu / finmath / seminar / MaterialsY11 / abstrY11M12D02leder
 

Computational Strategies for Estimating Rare Event Probabilities

Professor Kevin Leder
Assistant Professor of Industrial & Systems Engineering, University of Minnesota

Abstract:

The ability to accurately estimate rare event probabilities is of paramount importance in many fields. Two widely used methods for achieving this goal are Monte Carlo based methods and particle methods. In this talk I will introduce some of the basic concepts of rare event simulation, as well as some problems in finance where this is an important issue. I will then discuss work that I have done on estimating rare event probabilities in Jackson networks via Monte Carlo with importance sampling and particle splitting algorithms.

 

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