Sentence examples for a fundamental probability from inspiring English sources

It should be notable that, by the 2080s, there is a probability of some areas having more than 50% of large-scale wildfires under the "average" climatic conditions in the future, indicating that, even without "extreme" weather conditions, some ecosystems will have a fundamental probability of experiencing catastrophic fires under the condition of average summer.

This paper uses a fundamental multivariate probability transformation theorem to show that regardless of which state space an admissible region is expressed in, the probability density must remain the same under the Principle of Transformation Groups.

The fundamental probability models representing the structure's behavior are specified by the choice of a stochastic system model class which involves a set of inputoutput probability models for the structure and a prior probability distribution over this set.

The lognormal distribution of islet size can be derived from the central limit theorem a fundamental probability theorem justifying that if k is the sum of n mutually random variables, k1, k2,.., kn, then the distribution function of k is approximated with the normal distribution [30].

The result of Hsu-Robbins-Erdös is a fundamental theorem in probability theory and has been intensively investigated in several directions by many authors in the past decades.

The result of Hsu-Robbins-Erdös is a fundamental theorem in probability theory and has been generalized and extended in several directions by many authors.

The result of Hsu, Robbins and Erdös is a fundamental theorem in probability theory and has been generalized and extended in several directions by many authors.

The result of Hsu-Robbins-Erdös is a fundamental theorem in probability theory, and it has been generalized and extended in several directions by many authors.

The result of Hsu-Robbin-Erdös is a fundamental theorem in probability theory which has been generalized and extended in several directions by many authors.

The result of Hsu-Robbins-Erdös' strong law is a fundamental theorem in probability theory and has been intensively investigated in several directions by many authors in the past decades.

Apart from the practical contributions of these two work, they also exposed a fundamental idea that probability can be assigned to events that do not have inherent physical symmetry, such as the chances of dying at certain age, unlike say the rolling of a dice or flipping of a coin, simply by counting the frequency of occurrence.