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Double Poisson-Tweedie Regression Models
The International Journal of Biostatistics, 2019AbstractIn this paper, we further extend the recently proposed Poisson-Tweedie regression models to include a linear predictor for the dispersion as well as for the expectation of the count response variable. The family of the considered models is specified using only second-moments assumptions, where the variance of the count response has the formμ ...
Ricardo R. Petterle +5 more
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Bivariate Poisson–Poisson model of zero-inflated absenteeism data
Statistics in Medicine, 2006Bimodal distributions of counts with one mode at zero are often seen in medical research. In a health survey parents were asked the number of days their children missed their activities (Y(1)) and the number of days their children spent in bed (Y(2)) due to illness in the past four weeks. Both variables exhibited zero inflation. We consider a bivariate
Lam, KF, Cheung, YB
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Stochastic Poisson-Sigma model
ANNALI SCUOLA NORMALE SUPERIORE - CLASSE DI SCIENZE, 2009Summary: We produce a stochastic regularization of the Poisson-Sigma model of Cattaneo-Felder, which is an analogue regularization of Klauder's stochastic regularization of the Hamiltonian path integral [\textit{J. R. Klauder, S.V. Shabanov}, Mathematical methods of quantum physics (Jagna, 1998), 117--130, Gordon and Breach, Amsterdam (1999; Zbl 1170 ...
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Random effects Cox models: A Poisson modelling approach [PDF]
Biometrika, 2003 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Renjun Ma +2 more
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Relaxed Poisson cure rate models
Biometrical Journal, 2015The purpose of this article is to make the standard promotion cure rate model (Yakovlev and Tsodikov, ) more flexible by assuming that the number of lesions or altered cells after a treatment follows a fractional Poisson distribution (Laskin, ). It is proved that the well‐known Mittag‐Leffler relaxation function (Berberan‐Santos, ) is a simple way to ...
Rodrigues, Josemar +3 more
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Eccentric Poisson-Boltzmann cell model
Physical Review E, 2000We solve the nonlinear Poisson-Boltzmann equation around a charged colloidal sphere in an electrolyte that is confined in a cell. The colloid has an eccentric position inside the confining sphere. This models the situation in a highly concentrated charge-stabilized colloidal suspension, where a single colloid simultaneously interacts with the whole ...
, von Grunberg HH, , Belloni
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The Poisson-Helmholtz-Boltzmann model
The European Physical Journal E, 2011We present a mean-field model of a one-component electrolyte solution where the mobile ions interact not only via Coulomb interactions but also through a repulsive non-electrostatic Yukawa potential. Our choice of the Yukawa potential represents a simple model for solvent-mediated interactions between ions.
K, Bohinc, A, Shrestha, S, May
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Poisson wavelets applied to model identification
Journal of Process Control, 1994Abstract A novel wavelet transform is introduced based on the backward difference of the Poisson probability density function. This family of wavelets is a function of one discrete and two continuous variables. The Poisson wavelet transform is useful for system identification, parameter estimation and model validation.
Karlene A. Kosanovich +2 more
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