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PROBABILISTIC INTERPRETATION OF THE PRESENT VALUE OF CASH FLOW
Smarzhevsky I.A.
to introduce a quantitative measure of risk for the flow of future earnings. The paper analyzes the properties
Методика расчета доверительного интервала оценки случайной величины, подчиненной композиции нормального и равномерного законов распределения
Крейдик, Е. Л., Kreidik, E. L.
. The general case of determining of probability of hit by a given section of a random variable
USING RICHARDSON EXTRAPOLATION TO IMPROVE THE ACCURACY OF PROCESSING AND ANALYZING EMPIRICAL DATA
Попова, О. А.
to improve the accuracy of constructing a probability density function and estimating its error. The method
Further Remarks on the Explicit Generating Function Expression of the Invariant Measure of Critical Galton-Watson Branching Systems
Imomov, Azam A., Iskandarov, Sarvar B., Имомов, Азам А., Искандаров, Сарвар Б.
in the neighborhood of point 1 of the generating function for invariant measures of the branching system. So, we
Modelling and performance analysis of pre-emption based radio admission control scheme for video conferencing over LTE
Borodakiy V.Y., Gudkova I.A., Markova E.V., Samouylov K.E.
measures, namely, blocking probability, pre-emption probability, and mean bit rate © 2014 ITU.
ANALYSIS OF THE EFFECTIVENESS OF BUDGET DEFICIT FINANCING METHODS IN CÔTE D’IVOIRE USING A CREDIT SCORING MODEL
Kpakpo G., Ruzina E.
and the subsequent debt relief, Côte d’Ivoire decided to take the necessary measures to avoid a new public debt
Set Functions and Probability Distributions of a Finite Random Sets
Lukyanova, Natalia A., Semenova, Daria V., Goldenok, Elena Е.
This paper is the investigation of the probability distributions of a finite random set in which
Discrete time Markov chain model for analyzing characteristics of RACH procedure under massive machine Type Communications
Medvedeva E., Zaripova E., Gudkova I., Semenova O., Vlaskina A., Gaidamaka Y.
the performance measures, such as access success probability and access delay, the development of analytical
Set Functions and Probability Distributions of a Finite Random Sets
Lukyanova, Natalia A., Semenova, Daria V., Goldenok, Elena Е., Лукьянова, Наталья А., Семенова, Дарья В., Голденок, Елена Е.
This paper is the investigation of the probability distributions of a finite random set in which
ON ASYMPTOTIC BEHAVIOR OF THE POWERS OF THE TESTS FOR THE CASE OF LAPLACE DISTRIBUTION
Bening V.E., Korolev R.A.
conditional probability measure

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