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A. Philipsbornprice of risk λ(.). This approach is inspired by a shift from modeling static tastes as with previous term structure models to capture the . of the dynamic behavior of tastes. Instead of assuming the same representative investor being present over time, i.e. assuming λ (., we set up a plausible dyna

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Introduction,s dynamical systems, i.e. to either difference or differential equations. Usually such dynamical systems are nonlinear or even discontinuous and depend on parameters. Consequently the study of qualitative behaviour of their solutions is very difficult. Rather effective method for handling dynamical