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- CONTENTS 1988 - VOLUME 306 - SECTION I - N° 7
- .......... Page(s) .......... 335
- .......... Page(s) .......... 335
- A well known theorem of Skorohod asserts that for any sequence of probability measures on a polish space which converges in the narrow topology, there exists a sequence of random variables on some probability space admitting the given laws and converging a. s. We give here a global version of this theorem.
- .......... Page(s) .......... 339
- Our aim is to extend the Strassen law of the iterated logarithm to additive functionals of Harris recurrent Markov processes (in discrete or continuous time). We prove that in opposition with the positive recurrent case, the "suitable normalizations" are random in the null recurrent case.
- .......... Page(s) .......... 343
- .......... Page(s) .......... 343
- We prove the stability and existence of global solutions of Boltzmann equations under general assumptions on the collision operators and the initial conditions. In particular, we introduce a new formulation of the equation and we observe some weak continuity properties of the collision operator.
- COMPTES RENDUS DE L'ACADEMIE DES SCIENCES
- .......... Page(s) .......... I
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