Readers interested in a more thorough investigation of these distributions are referred to Meyer (1970), Dudewicz and Mishra (1988), Pfeiffer (1978), DeGroot (1986). Our summary table of the distribution statistics and moments is based on and can also be found at: www.mathworld.wolfram....
Publication » Data analysis for scientists and engineers by Stuart L. Meyer. Wiley Series in Probability and Mathematical Statistics, John Wiley & Sons, Inc., New York, (1975) 513 p., $16.95(US)..doi:10.1016/0098-3004(76)90049-2John M. Cubitt...
Stability, Uniqueness and Existence of Solutions to McKean–Vlasov Stochastic Differential Equations in Arbitrary Moments Alexander Kalinin Thilo Meyer-Brandis Frank Proske OriginalPaper Open access 19 August 2024 Pages: 2941 - 2989 Penalization of Galton–Watson Trees with Marked Vertices Abraham Romai...
Introductory probability and statistical applications / Paul L. Meyer RBRF Barnes - 《American Mathematical Monthly》 被引量: 3发表: 1973年 Introductory Probability and Statistical Applicationsby Paul L. Meyer RBWA Ericson - 《Technometrics》 被引量: 0发表: 1966年 Introductory Probability and ...
(2019) 20:21 BMC Molecular and Cell Biology RESEARCH ARTICLE Ridge regression estimated linear probability model predictions of O- glycosylation in proteins with structural and sequence data Rajaram Gana* and Sona Vasudevan* Open Access Abstract Background: To-date, no claim regarding finding a ...
Robbins,Herbert - Institute of Mathematical Statistics 被引量: 104发表: 1948年 Stein's Method for the Beta Distribution and the Pólya-Eggenberger Urn Stein's method for the Beta distribution and the Polya-Eggenberger Urn. To appear in: Advances in Applied ProbabilityGoldstein L, Reinert G. St...
Probabilistic surveys are designed to provide unbiased, accurate, and reliable population statistics. However, in practice, unbiasedness can be undermined by various factors, such as non-coverage, nonresponse, and other sources of error, as described by the Total Survey Error (TSE) framework [13]....
Kruse R, Meyer KD (1987) Statistics with Vague data. Reidel, Dordrecht Book MATH Google Scholar Kwakernaak H (1978) Fuzzy random variables – I. Definitions and theorems. Inf Sci 15:1–19 Article MathSciNet MATH Google Scholar Kwakernaak H (1979) Fuzzy random variables – II. Algorith...
Tracking forecast for Hurricane Sandy from the U.S. National Oceanic and Atmospheric Administration depicting growing uncertainty over time in the potential path of the hurricane, generated by mathematical models (see also Padilla et al.,2020). Because neither the size nor severity of the hurricane...
Let X 1, . . . ,X N denote N independent d-dimensional Lévy processes, and consider the N-parameter random field $$\mathfrak{X}(t) := X_1(t_1)+\cdots+