Generalized Finite Differences and Bayesian Conditioning of Choquet Capacities

  • UNDBERGAND CARLWAGNER
  • Published 2003

Abstract

Rota's calculus of finite differences for a locally finite poset employs a difference operator based on the Mobius function. We investigate the behavior of this operator on products and quotients and employ the lattice-of-subsets case of our results to show that r-monotonic&y is preserved under Bayesian conditioning of Choquet capacities. 0 1992 Academic… (More)

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