Probability theory is a branch of mathematics that has evolved from the investi-gation of social, behavioral, and physical phenomena that are influenced by ran-domness and uncertainty. For much of its early life, probability theory dealt almost exclusively with gambling games, and, even though there were important contri-butions made by such distinguished mathematicians as Pierre de Fermat, Blaise Pascal, and Pierre-Simon de Laplace, the field lacked respectability and failed to attract sustained attention. One cause of the slow development of probability theory in its early days was the lack of a widely accepted foundation. Unlike the geometry of Euclid, or even the analytical investigations of Newton and Leibnitz, the theory of probabilit...
Background. We may ask a number of questions about the nature of the relationship between geometry...
It is necessary to distinguish the logic of certainty from the logic of probable. By fusing together...
The history of the mathematical probability includes two phases: 1) From Pascal and Fermat to Laplac...
Probability theory is that part of mathematics that is concerned with the description and modeling o...
The ideas of probability are all around us. Lotteries, casino gambling, the al most non-stop pollin...
This problem set includes a selection of probability problems. Probability theory started essentiall...
This paper is an attempt to deal with the development of the theory of probability from the beginnin...
Background: We may ask a number of questions about the nature of the relationship between geometry a...
Background: We may ask a number of questions about the nature of the relationship between geometry a...
Background: We may ask a number of questions about the nature of the relationship between geometry a...
none1nohe article sets out a number of considerations on the distinction between variability and unc...
The claims of science and the claims of probability combine in two ways. In one, probability is part...
von Mises left outstanding contributions in many fields, including fluid dynamics, the theory of pl...
Andrey Nikolaevich Kolmogorov (1903 – 1987) was a Russian mathematician who contributed with his boo...
The article deals with the interpretation of probability. Although probability can be applied to all...
Background. We may ask a number of questions about the nature of the relationship between geometry...
It is necessary to distinguish the logic of certainty from the logic of probable. By fusing together...
The history of the mathematical probability includes two phases: 1) From Pascal and Fermat to Laplac...
Probability theory is that part of mathematics that is concerned with the description and modeling o...
The ideas of probability are all around us. Lotteries, casino gambling, the al most non-stop pollin...
This problem set includes a selection of probability problems. Probability theory started essentiall...
This paper is an attempt to deal with the development of the theory of probability from the beginnin...
Background: We may ask a number of questions about the nature of the relationship between geometry a...
Background: We may ask a number of questions about the nature of the relationship between geometry a...
Background: We may ask a number of questions about the nature of the relationship between geometry a...
none1nohe article sets out a number of considerations on the distinction between variability and unc...
The claims of science and the claims of probability combine in two ways. In one, probability is part...
von Mises left outstanding contributions in many fields, including fluid dynamics, the theory of pl...
Andrey Nikolaevich Kolmogorov (1903 – 1987) was a Russian mathematician who contributed with his boo...
The article deals with the interpretation of probability. Although probability can be applied to all...
Background. We may ask a number of questions about the nature of the relationship between geometry...
It is necessary to distinguish the logic of certainty from the logic of probable. By fusing together...
The history of the mathematical probability includes two phases: 1) From Pascal and Fermat to Laplac...