of dicing and gaming up to the time of Format and Pascal, who are popularly but erroneously supposed to have founded the calculus of probability. In this paper I shall try to trace the evolution of the idea of a probability calculus with especial reference to what Dr David calls the tantalizing period prior to A.D. 1600. 2. During the dark ages gaming was prevalent throughout Europe. At some unknown point of time dice finally ousted tan as instruments of play; and since cards were not introduced until about A.D. 1350 gaming must have been conducted mainly with dice for nearly a thousand years. Efforts on the part of Church and State to control the evils associated with it were as ineffectual then as they are today, and nothing is more indic...
Jacob Bernoulli worked for many years on the manuscript of his book Ars Conjectandi, but it was inco...
Modern approaches to simulation, involving Monte Carlo methods and randomized procedures of decision...
Probability as understood today, namely as a quantitative notion expressible by means of a function ...
AbstractThe coincidence of two independent developments led to the mathematization of probability fr...
This study is concerned with aspects of the early history of the Probability Calculus up to the time...
This paper is an attempt to deal with the development of the theory of probability from the beginnin...
Humans have practised gambling at all times. The archaeologists have made excavations in prehistoric...
A local analysis of a chance system recovers the properties of the totality by accumulating the chan...
It has been common to begin histories of probability with the calculations of Fermat and Pascal on g...
While the Present Popularity of Lotteries and the Ferocious Attacks They Are the Object of Would Ind...
he article sets out a number of considerations on the distinction between variability and uncertaint...
International audienceFar from being a purely incidental aspect of daily life in the sixteenth and s...
AbstractThis paper compares one of the first applications of probability calculus to human testimony...
The following dissertation is a literary history of probability in the northern renaissance. Before ...
Probability theory is a branch of mathematics that has evolved from the investi-gation of social, be...
Jacob Bernoulli worked for many years on the manuscript of his book Ars Conjectandi, but it was inco...
Modern approaches to simulation, involving Monte Carlo methods and randomized procedures of decision...
Probability as understood today, namely as a quantitative notion expressible by means of a function ...
AbstractThe coincidence of two independent developments led to the mathematization of probability fr...
This study is concerned with aspects of the early history of the Probability Calculus up to the time...
This paper is an attempt to deal with the development of the theory of probability from the beginnin...
Humans have practised gambling at all times. The archaeologists have made excavations in prehistoric...
A local analysis of a chance system recovers the properties of the totality by accumulating the chan...
It has been common to begin histories of probability with the calculations of Fermat and Pascal on g...
While the Present Popularity of Lotteries and the Ferocious Attacks They Are the Object of Would Ind...
he article sets out a number of considerations on the distinction between variability and uncertaint...
International audienceFar from being a purely incidental aspect of daily life in the sixteenth and s...
AbstractThis paper compares one of the first applications of probability calculus to human testimony...
The following dissertation is a literary history of probability in the northern renaissance. Before ...
Probability theory is a branch of mathematics that has evolved from the investi-gation of social, be...
Jacob Bernoulli worked for many years on the manuscript of his book Ars Conjectandi, but it was inco...
Modern approaches to simulation, involving Monte Carlo methods and randomized procedures of decision...
Probability as understood today, namely as a quantitative notion expressible by means of a function ...