In the discrete version we get the generalization of the results from [9] and [10], and in integral version the generalization of the results from [19]

The new approach therefore leads to the study of the writing of the transformation as a function of the orientation of the photon motion defining time;

Operation P: For any C x in a game, do not push any button in the last row, and push the button immediately above each light which is on at the last row. That will turn the last

In the second part of the paper, we show that every metric measure space satisfying the classical Brunn-Minkowski inequality can be approximated by discrete metric spaces with

Revisiting the discrete planar Laplacian: exact results for the lattice Green function and continuum limit..

In the case of the I-frame, the utility function is derived with respect to the individual contribution d i , and in the We-frame, all individual contributions d j are equal

First, we mention that the numerical results satisfy the theoretical properties proved in [9] and in Theorem 1.3: the lack of triple points, the lack of triple points on the

Martin Krakowski a publié dans le numéro de mai 1973 de la revue, un intéressant article intitulé : The relevation transform and a gêneralization of the gamma distribution function

The convolution of two s.f.'s corresponds to the case where the two life phases are independent random variables; the saved individual is as good as a newborn baby in the