The Representation of Time in Discrete Mechanics

We provide a quasimartingale representation and a stochastic rule of dierentia- tion for test functions belonging to some class of polynomials, which depend on the solution of

As a corollary, we obtain the result from [IKP01] and [IKT01] that if K is a centrally symmetric convex body with a smooth boundary and non-vanishing curvature, then L 2 (K) does

This paper will investigate the scope, the practice and the pitfalls of MEPs constituency work and reflect it based on the current theories of

When J is the Shapley operator of a stochastic game Γ, x n defined by (3.2) is the non-normalized value of the following n-stage game: states, actions, payoff and transition are as in

dans la forêt de mangrove, les autres espèces observées sont communes au littoral.. Ces peuplements ont été à l’origine de la mosaïque de sociétés existant

The main result of [6] deals with Thue equations twisted by a set of units which is not supposed to be a group of rank 1, but it involves an assumption (namely that at least two of

When J is the Shapley operator of a stochastic game Γ, x n defined by (3.2) is the non-normalized value of the following n-stage game: states, actions, payoff and transition are as in

ture  that  is  difficult  to  acquire  when  one  has  had  little  education,  but  without  which  one  cannot  attain  immortality  –  the  kind  of