Emmanuel-Étienne Duvillard de Durand (1755-1832) was known for his actuarial activities and for the construction of life tables, but his contribution to the analysis of social mathematics and the mathematical modelling of mortality long went unrecognized. His attempts to enter the prestigious Académie des Sciences and his ambition to add a probabilistic dimension to population statistics confirm that he was not only a brilliant mathematician, but also a scholar in the noblest sense of the term, to whom this book pays tribute. Principes et Formules du calcul des probabilités pour assigner les limites des variations des événements naturels, a treatise on the «principles and formulae of probability calculation to define the limits of variation...
AbstractThe coincidence of two independent developments led to the mathematization of probability fr...
Rohrbasser (Jean-Marc), Véron (Jacques).- Leibniz and mortality: measurement of 'apparences' and cal...
AbstractThis paper compares one of the first applications of probability calculus to human testimony...
In 1746, Antoine Deparcieux (1703–1768) published Essai sur les probabilités de la durée de la vie h...
Clerc Paul. Jean de La Fontaine : le calcul démographique et probabiliste dans la fable Le Charlatan...
Entre 1657 et 1713, le concept moderne de probabilités emerge de trois courants jusque là distincts ...
Leibniz and the Mortality Table Leibniz was interested in questions of population. Among the writin...
En 1825, Benjamin Gompertz propose une formulation mathématique de la loi de mortalité, qui, comme c...
This study is concerned with aspects of the early history of the Probability Calculus up to the time...
La deuxième moitié du XVIIe siècle voit naître en Europe la science de la population et le calcul de...
Duflo Colas. Antoine Deparcieux : Essai sur les probabilités de la durée de la vie humaine (1746). A...
L’année 2003 marque le tricentenaire de la naissance d’Antoine Deparcieux (1703-1768). Ce mathématic...
The first person to attempt an answer to the question of how to determine probability from observed ...
Jacob Bernoulli worked for many years on the manuscript of his book Ars Conjectandi, but it was inco...
Lottin Joseph. Le calcul des probabilités et les régularités statistiques. In: Revue néo-scolastique...
AbstractThe coincidence of two independent developments led to the mathematization of probability fr...
Rohrbasser (Jean-Marc), Véron (Jacques).- Leibniz and mortality: measurement of 'apparences' and cal...
AbstractThis paper compares one of the first applications of probability calculus to human testimony...
In 1746, Antoine Deparcieux (1703–1768) published Essai sur les probabilités de la durée de la vie h...
Clerc Paul. Jean de La Fontaine : le calcul démographique et probabiliste dans la fable Le Charlatan...
Entre 1657 et 1713, le concept moderne de probabilités emerge de trois courants jusque là distincts ...
Leibniz and the Mortality Table Leibniz was interested in questions of population. Among the writin...
En 1825, Benjamin Gompertz propose une formulation mathématique de la loi de mortalité, qui, comme c...
This study is concerned with aspects of the early history of the Probability Calculus up to the time...
La deuxième moitié du XVIIe siècle voit naître en Europe la science de la population et le calcul de...
Duflo Colas. Antoine Deparcieux : Essai sur les probabilités de la durée de la vie humaine (1746). A...
L’année 2003 marque le tricentenaire de la naissance d’Antoine Deparcieux (1703-1768). Ce mathématic...
The first person to attempt an answer to the question of how to determine probability from observed ...
Jacob Bernoulli worked for many years on the manuscript of his book Ars Conjectandi, but it was inco...
Lottin Joseph. Le calcul des probabilités et les régularités statistiques. In: Revue néo-scolastique...
AbstractThe coincidence of two independent developments led to the mathematization of probability fr...
Rohrbasser (Jean-Marc), Véron (Jacques).- Leibniz and mortality: measurement of 'apparences' and cal...
AbstractThis paper compares one of the first applications of probability calculus to human testimony...