منابع مشابه
Sur Application Du Calcul Des Probabilités Aux
We determine the length of a great arc, on the surface of the Earth, by a chain [422] of triangles which are supported on a base measured with exactitude. But whatever precision that we bring into the measure of the angles, their inevitable errors can, by accumulating, deviate sensibly from the truth, the value of the arc that we have concluded from a great number of triangles. We know therefor...
متن کاملJourn @ l Electronique d ’ Histoire des Probabilités et de la Statistique Electronic Journ @ l for History of Probability and Statistics
We examine Poisson’s personal contribution to the probability calculus, placing it in the mathematical and social context of the beginning of the 19th century (§1). Then we look briefly at Poisson’s administrative work in the Royal Council for Public Education from 1820 to 1840 (§2). 1. The Probability Calculus At first glance, Poisson appears to have come to probability relatively late. It was...
متن کاملUniversités de Paris 6 & Paris 7 - CNRS ( UMR 7599 ) PRÉPUBLICATIONS DU LABORATOIRE DE PROBABILITÉS & MODÈLES ALÉATOIRES
Given a sequence of random polynomials, we show that, under some very general conditions, the roots tend to cluster near the unit circle, and their angles are uniformly distributed. In particular, we do not assume independence or equidistribution of the coefficients of the polynomial. We apply this result to various problems in both random and deterministic sequences of polyno-mials, including ...
متن کاملUniversités de Paris 6 & Paris 7 - CNRS ( UMR 7599 ) PRÉPUBLICATIONS DU LABORATOIRE DE PROBABILITÉS & MODÈLES ALÉATOIRES
In this paper, we use probabilistic methods of excursion theory for Lévy processes in order to value some exotic options in general exponential Lévy models. AMS 2000 Subject Classification : Primary: 60G51, 91B28, 91B70. JEL Classification: C13.
متن کاملDeuxi`eme Supplément . Application Du Calcul Des Probabilités Aux Opérations G ´ Eodésiques
We determine the length of a great arc, on the surface of the Earth, by a chain [531] of triangles which are supported on a base measured with exactitude. But, whatever precision that we bring into the measure of the angles, their inevitable errors can, by accumulating, deviate sensibly from the truth the value of the arc that we have concluded from a great number of triangles. We know therefor...
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ژورنال
عنوان ژورنال: Philosophiques
سال: 2020
ISSN: 0316-2923,1492-1391
DOI: 10.7202/1075132ar