Titlebook: Athens Conference on Applied Probability and Time Series Analysis; Volume I: Applied Pr C. C. Heyde,Yu V. Prohorov,S. T. Rachev Conference

EVICT

Probability Bounds for Product Poisson Processesobabilities of statistics representable as integrals of bounded functions with respect to such product processes. In the derivations, tail probability bounds are also obtained for product empirical measures. Such processes arise in tests of independence. A generalization of the Hanson-Wright inequal

PIZZA

cortisol

Explicit Rates of Convergence of Stochastically Ordered Markov Chains*nds on the rate of convergence of the chain to a stationary limit π: specifically, for suitable rate functions . which may be geometric or subgeometric and “moments” . ≥ 1, we find conditions under which.for all . and all . We find bounds on . ( . ) and . both in terms of geometric and subgeometric

graphy

defile

The non homogeneous semi-Markov system in a stochastic environmente study the problem of finding the expected population structure as a function of the basic parameters of the system. Important properties are established among the basic parameters of a non-homogeneous semi Markov system in a stochastic environment.

发誓放弃

Branching Processes with Two Types Emigration and State-Dependent Immigrationility . family emigration and individual emigration (possibly dependent); (ii) with probability . no migration, i.e. the reproduction is as in the classical BGW process; (iii) with probability . state dependent immigration; . In the critical case an additional parameter of recurrence is obtained. Th

暂停,间歇

Remarks on the Law of Successionof succession. Much of the work on this problem assumes a multinomial distribution for the observations. In this paper assumptions are made which imply a non-multinomial distribution, which in turn implies a rather different approach to that used in the multinomial case to estimating probabilities o

ALOFT

Large deviations of the Wright-Fisher Processth no selection and with either no mutation or only one-way mutation. Consider a large biological population consisting of a single species in which a particular gene appears in two possible forms (alleles) A and a, say. Assume that we are dealing with a one-sex population (as with some plants) and

雄辩

aquatic