"The theory of probability as a mathematical discipline can and should be developed from axioms in exactly the same way as geometry and algebra.

This survey recounts contributions to the axiomatic foundations of subjective probability from the pioneering era of Ramsey, de Finetti, Savage, and Koopman to the mid-1980's. It is designed to be ...

Introduction to probability theory and its applications. Axioms of probability, distributions, discrete and continuous random variables, conditional and joint distributions, correlation, limit laws, ...

The present book is a more systematic presentation of his views, beginning with the formulation of axioms, developing a theory of probability, describing and illustrating its use in testing ...

APPM 3570 Applied Probability Studies axioms, counting formulas, conditional probability, independence, random variables, continuous and discrete distribution, expectation, moment generating functions ...

It is a common view that the axioms of probability can be derived from the following assumptions: ( a) probabilities reflect (rational) degrees of belief; (b) degrees of belief can be measured as ...