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ExpRep (version 1.0)

Experiment Repetitions

Description

Allows to calculate the probabilities of occurrences of an event in a great number of repetitions of Bernoulli experiment, through the application of the local and the integral theorem of De Moivre Laplace, and the theorem of Poisson. Gives the possibility to show the results graphically and analytically, and to compare the results obtained by the application of the above theorems with those calculated by the direct application of the Binomial formula. Is basically useful for educational purposes.

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Version

Install

install.packages('ExpRep')

Monthly Downloads

158

Version

1.0

License

Unlimited

Maintainer

Larisa Zamora-Matamoros

Last Published

June 28th, 2017

Functions in ExpRep (1.0)

ExpRep-package

Experiment Repetitions
Integral_Theorem

Integral Theorem of DeMoivre-Laplace
ApplicIntegralTheo

Applications of the Integral Theorem of DeMoivre-Laplace.
Buffon

Buffon
Local_Theorem

Local Theorem of DeMoivre-Laplace
Poisson_Theorem

Poisson Theorem.
S_Integral_Theorem

Simulations of the Integral Theorem of DeMoivre-Laplace.
S_Local_Limit_Theorem

Simulations of Local Theorem of DeMoivre-Laplace
S_Poisson_Theorem

Simulations of Poisson Theorem