The special functions and their approximations Volume 1

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The special functions and their approximations Home The special functions and their approximations. The special functions and their approximations.

Read more. Special Functions and Their Approximations, Vol. Special functions and their applications. Special Functions.

Bibliography on elementary functions

Special functions. Asymptotics and special functions. Second order differential equations: Special functions and their classification. Orthogonal Polynomials and Special Functions. Group representations and special functions. Orthogonal polynomials and special functions. Bessel functions and their applications. Convex functions and their applications. Uniform approximations of transcendental functions LNCS. Vistas of Special Functions. Continuous univariate distributions. McDonald and Y. A generalization of the beta distribution with applications.

Nagar and E.

Distributions of the product and the quotient of independent Kummer-beta variables. Armero and M.

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Prior assessments for predictions in queues. The special functions and their approximations, Vol. Mathematics in Science and Engineering, Vol. Fader and Bruce G. A note on modelling underreported Poisson counts.

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Demonstratio Mathematica

Bayesian inference for linear growth birth and death processes. Bivariate distributions based on the generalized three-parameter beta distribution. Beta type 3 distribution and its multivariate generalization. Distributions of the product and quotient of independent beta type 3 variables.

Libby and M. Multivariate generalized beta distributions with applications to utility assessment.

Journal of Interpolation and Approximation in Scientific Computing

Chen and M. Bayesian analysis for binomial models with generalized beta prior distributions.


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Information matrix for beta distributions. Sums, products and ratios of generalized beta variables. Nagar and Erika Alejandra Rada-Mora. Properties of multivariate beta distributions.

Pham-Gia and Q.