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Browsing by Subject "Nonlinear evolution equation"

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    • Article  

      Algebraic solution of the Stein-Stein model for stochastic volatility 

      Sophocleous, Christodoulos; O'Hara, John G.; Leach, Peter G. L. (2011)
      We provide an algebraic approach to the solution of the Stein-Stein model for stochastic volatility which arises in the determination of the Radon-Nikodym density of the minimal entropy of the martingale measure. We extend ...

    • Article  

      Symmetry analysis of a model of stochastic volatility with time-dependent parameters 

      Sophocleous, Christodoulos; O'Hara, John G.; Leach, Peter G. L. (2011)
      We provide the solutions for the Heston model of stochastic volatility when the parameters of the model are constant and when they are functions of time. In the former case, the solution follows immediately from the ...

    • Article  

      Symmetry and singularity analyses of some equations of the fifth and sixth order in the spatial variable arising from the modelling of thin films 

      Charalambous, Kyriakos; Sophocleous, Christodoulos; Leach, Peter G. L. (2013)
      In the modelling of the flow of thin films higher-order derivatives in the spatial variable are introduced to model nonlinear effects. We examine nonlinear evolution equations of the fifth and sixth orders in the spatial ...

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