Results 21 to 30 of about 22,842 (50)

Group heterogeneity in the Jolly-Seber-Tag-Loss model

, 2014
Mark–recapture experiments involve capturing individuals from populations of interest, marking and releasing them at an initial sample time, and recapturing individuals from the same populations on subsequent occasions.
Cowen, LLE (15581108), Caleb Gardner (14737201), Xu, Y (5821979)   +2 more
core  

The Jolly-Seber-Tag-Loss model with group heterogeneity

, 1969
Mark-recapture experiments are performed to estimate population parameters such as survival probabilities. Animals are captured, tagged, released, and recaptured at subsequent time periods in order to obtain parameter information.
Selina Beatriz Gonzalez, Dr. Laura Cowen
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The Jolly-Seber Model and Maximum Likelihood Estimation Revisited [PDF]

, 1984
8 pages, 1 article*The Jolly-Seber Model and Maximum Likelihood Estimation Revisited* (Kremers, Walter K.) 8 ...
Kremers, Walter K., Cornell University. Dept. of Biological Statistics and Computational Biology., Cornell University. Biometrics Unit., Cornell University. Dept. of Biometrics.   +3 more
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A Bayesian semiparametric Jolly–Seber model with individual heterogeneity : An application to migratory mallards at stopover

, 2021
We propose a Bayesian hierarchical Jolly-Seber model that can accommodate a semiparametric functional relationship between external covariates and capture probabilities, individual heterogeneity in departure due to an internal time-varying covariate and ...
Holan, Scott H.,, Avril, Alexis,, Waldenström, Jonas,, Wu, Guohui,   +3 more
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Estimation des paramètres démographiques d'une population par le modèle de Jolly-Seber : programme basic d'application

, 1988
This report describes the use of the Jolly-Seber method, a mark-recapture technique for estimating demographic parameters of open animal populations, meaning populations where processes such as mortality, recruitment, immigration, and emigration can ...
Lardeux, Frédéric
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Appendix C. Details of the simulation study of the Jolly-Seber extension to our spatially explicit capture–recapture model.

, 2016
Details of the simulation study of the Jolly-Seber extension to our spatially explicit capture–recapture ...
J. Andrew Royle (111267), Beth Gardner (169002), Juan Reppucci (2922585), Mauro Lucherini (89484)   +3 more
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Estimation of Survival Rates from a Jolly-Seber Model with Tag Loss [PDF]

, 1984
22 pages, 1 article*Estimation of Survival Rates from a Jolly-Seber Model with Tag Loss* (Kremers, Walter K.) 22 ...
Kremers, Walter K., Cornell University. Dept. of Biological Statistics and Computational Biology., Cornell University. Biometrics Unit., Cornell University. Dept. of Biometrics.   +3 more
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Estimation of Time-Specific Survival Rates from Tag-Resighting Samples: A Generalization of the Jolly-Seber Model [PDF]

, 1981
33 pages, 1 article*Estimation of Time-Specific Survival Rates from Tag-Resighting Samples: A Generalization of the Jolly-Seber Model* (Brownie, C.; Robson, D.
Brownie, C., Robson, D. S., Cornell University. Dept. of Biological Statistics and Computational Biology., Cornell University. Biometrics Unit., Cornell University. Dept. of Biometrics.   +4 more
core  

Supplement 1. R code for simulating the effect of chytridiomycosis on survival and OpenBUGS code for fitting the hierarchical model of the probability of infection, the hierarchical linear model of zoospore load, and the Cormack-Jolly-Seber model incorporating the hierarchical model of the probability of infection.

, 2016
File List pr_infection_model.txt (MD5: cd685fbdf0eedad7613c370ec0e4847a) zoospore_load_model.txt (MD5: a135ca5b1cc6b7af5dbc749bbabb43db) CJS_model.txt (MD5: cc0bf7a426c7ddd03a4219b1677a7a72) simulation_code.txt (
Geoffrey W. Heard (700897), Michael P. Scroggie (2909894), Nick Clemann (2909897), David S. L. Ramsey (684704)   +3 more
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Replication data for "Fast and flexible Bayesian Jolly Seber models and application to populations with transients"

This project includes data and R code needed to reproduce results reported in the paper "Fast and flexible Bayesian Jolly Seber models and application to populations with transients"
Charles Yackulic, James Saracco
core   +1 more source