Results 51 to 60 of about 1,737,833 (187)

On testing exponentiality under Type-I censoring

Frontiers in Applied Mathematics and Statistics, 2023
Two new goodness-of-fit testing procedures are introduced to test exponentiality when data are subject to Type-I censoring. We proposed four test statistics for this purpose.
Reza Pakyari, Omama M. Al-Hamed
doaj   +1 more source

The beta exponentiated Lindley distribution [PDF]

Journal of Statistical Theory and Applications (JSTA), 2015
In this work, we study the beta exponentiated Lindley distribution which includes as special cases several models such as the Lindley, exponentiated Lindley and beta Lindley distributions.
J.A. Rodrigues, A.P.C.M. Silva, G.G. Hamedani   +2 more
doaj   +1 more source

The right tail exponent of the Tracy-Widom-beta distribution

, 2011
The Tracy-Widom beta distribution is the large dimensional limit of the top eigenvalue of beta random matrix ensembles. We use the stochastic Airy operator representation to show that as a tends to infinity the tail of the Tracy Widom distribution ...
Dumaz, Laure, Virág, Bálint
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Point process model of 1/f noise versus a sum of Lorentzians

, 2005
We present a simple point process model of $1/f^{\beta}$ noise, covering different values of the exponent $\beta$. The signal of the model consists of pulses or events.
A. L. McWhorter, B. B. Mandelbrot, B. B. Mandelbrot, B. Kaulakys, B. Kaulakys, B. Kaulakys, C. W. Gardiner, E.-J. Wagenmakers, F. K. du Pré, F. N. Hooge, I. Kaj, J. Bernamont, J. Timmer, L. A. N. Amaral, L. Sabatelli, M. Alaburda, M. B. Priestley, M. Gardner, P. Stoica, R. N. Mantegna, S. L. Marpl,Jr., S. M. Kogan, V. Gontis, V. Gontis, V. Gontis, V. Gontis, V. Gontis, V. Palenskis, V. Palenskis, W. H. Press, W. Muller   +30 more
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BLTM: Beta and LQI Based Trust Model for Wireless Sensor Networks

IEEE Access, 2019
To defend against internal attacks in wireless sensor networks (WSNs), building a trust model between sensors nodes has been proved to be an effective way in this paper.
Xiaoling Wu, Junjie Huang, Jie Ling, Lei Shu   +3 more
doaj   +1 more source

Approximation of Rectangular Beta-Laguerre Ensembles and Large Deviations [PDF]

, 2013
We investigate the random eigenvalues coming from the beta-Laguerre ensemble with parameter p, which is a generalization of the real, complex and quaternion Wishart matrices of parameter (n,p).
Danning Li, Danning Li, See Profile, Tiefeng Jiang, Tiefeng Jiang   +4 more
core   +3 more sources

Randomized Reference Classifier with Gaussian Distribution and Soft Confusion Matrix Applied to the Improving Weak Classifiers

, 2019
In this paper, an issue of building the RRC model using probability distributions other than beta distribution is addressed. More precisely, in this paper, we propose to build the RRR model using the truncated normal distribution.
B. Bergmann, D Yekutieli, DJ Hand, F Provost, F Wilcoxon, HA David, J Demšar, James O. Berger, JR Quinlan, L Breiman, L Kuncheva, M Friedman, M Hall, M Kurzynski, Marcin Majak, Marek Kurzynski, Marina Sokolova, N Johnson, Pawel Trajdos, R Lysiak, S Garcia, T Cover, T Woloszynski, Y Freund   +23 more
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SOLVING ASSIGNMENT PROBLEM WITH LINGUISTIC COSTS

Journal of New Theory, 2017
– The purpose of this paper is to solve an assignment problem with linguistic costs/ times. In this paper, an assignment problem has been considered whose costs/times relating to the problem are linguistic variables and its solution methodology has been ...
Laxminarayan Sahoo, Santanu Kumar Ghosh
doaj  

A Nested Test for Common Yield Distributions with Applications to U.S. Corn

Journal of Agricultural and Resource Economics, 2013
We propose the use of maximum-entropy techniques to nest and test the functional form of commonly used yield densities. We demonstrate how common parametric yield models can be nested within a maximum-entropy framework and subsequently tested for using ...
Jesse Tack
doaj   +1 more source

An improvement of the Berry--Esseen inequality with applications to Poisson and mixed Poisson random sums

, 2009
By a modification of the method that was applied in (Korolev and Shevtsova, 2009), here the inequalities $$\rho(F_n,\Phi)\le\frac{0.335789(\beta^3+0.425)}{\sqrt{n}}$$ and $$\rho(F_n,\Phi)\le \frac{0.3051(\beta^3+1)}{\sqrt{n}} $$ are proved for the ...
Artyukhov S. V., Bening V., Bentkus V., Bhattacharya R. N., Delaporte P., Dunnage J. E. A., Esseen C.-G., Esseen C.-G., Gaponova M. O., Gavrilenko S. V., Gnedenko B. V., Grandell J., Grandell J., Grandell J., Irina Shevtsova, Korolev V., Korolev V. Yu., Paulauskas V. I., Petrov V. V., Petrov V. V., Prawitz H., Prawitz H., Prawitz H., Prawitz H., Prawitz H., Rotar G. V., Rotar G. V., Seal H., Shevtsova I. G., Shevtsova I. G., Shiganov I. S., Sichel H. S., Tyurin I. S., Victor Korolev, Willmot G. E., Zolotarev V. M., Zolotarev V. M., Zolotarev V. M.   +37 more
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