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2 results

  • Dynamic binomials with an application to gender bias analysis

  • Eva Ferreira, Winfried Stute
  • Journal:
    Journal of Applied Probability / Volume 53 / Issue 1 / March 2016
    Published online by Cambridge University Press:
    24 March 2016, pp. 82-90
    Print publication:
    March 2016

  • We analyze the dynamics of a stochastic process driven by binomial random variables, where the probability of success depends on the past realization. We study the limit behavior when the group size is fixed but the number of iterations increases. It will become apparent that the so-called policy function and its fixed point play an outstanding role. Some applications to a statistical analysis of gender bias are also briefly discussed.

  • A CORRESPONDENCE-THEORETIC APPROACH TO DYNAMIC OPTIMIZATION

  • C. D. Aliprantis, G. Camera
  • Journal:
    Macroeconomic Dynamics / Volume 13 / Issue S1 / May 2009
    Published online by Cambridge University Press:
    01 May 2009, pp. 97-117

  • This paper introduces a method of optimization in infinite-horizon economies based on the theory of correspondences. The proposed approach allow us to study time-separable and non-time-separable dynamic economic models without resorting to fixed point theorems or transversality conditions. When our technique is applied to the standard time-separable model it provides an alternative and straightforward way to derive the common recursive formulation of these models by means of Bellman equations.