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Estimates from the Posterior Distributions of the Parameters for the binary logistic model for Prescription.

Xueni Pan (172903)
Mel Slater (42837)
Alejandro Beacco (2147371)
Xavi Navarro (2147380)
Anna I. Bellido Rivas (2147389)
David Swapp (42840)
Joanna Hale (2147386)
Paul Alexander George Forbes (2147383)
Catrina Denvir (2147374)
Antonia F. de C. Hamilton (512584)
Sylvie Delacroix (2147377)

Publication date

February 2016

DOI

10.1371/journal.pone.0146837.t001

Abstract

<p>Estimates from the Posterior Distributions of the Parameters for the binary logistic model for Prescription.</p

Extracted data

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February 2013

<p>Binary logistic regression models for the differences prey handling response between the two trea...

Logistic regression model coefficient estimates derived using Bayesian model averaging.

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December 2015

<p>Logistic regression model coefficient estimates derived using Bayesian model averaging.</p

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Guanghu Zhu (3172968)
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April 2016

<p>Posterior means with posterior standard deviation (SD) for model parameters.</p

Parameters estimated from the posterior distributions of models by naturalistic tasks outcomes.

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September 2022

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Results of the binary logistic regression for parameters included in the analysis.

Georg Richtig (4582933)
Christoph Hoeller (268917)
Martin Wolf (740172)
Ingrid Wolf (119519)
Barbara M. Rainer (5807351)
Günter Schulter (320656)
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Results of the binary logistic regression for parameters included in the analysis.</p

Posterior probability of each scenario and the corresponding 95% confidence interval based on logistic estimation by DIYABC.

Chunping Liu (110588)
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Yoko Saito (305051)
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January 2014

<p>Posterior probability of each scenario and the corresponding 95% confidence interval based on log...

Posterior estimates of hyperparameters for the species-specific parameters of the recruitment model.

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December 2013

<p>Posterior estimates of hyperparameters for the species-specific parameters of the recruitment mod...

Posterior probability distributions of the behavior-giving parameters with Strategy 1 and 2.

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<p>Posterior probability distributions of the behavior-giving parameters with Strategy 1 and 2.</p

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<p>The parameters of a logistic function obtained from a nonlinear regression.</p

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May 2015

<p>Model selection values of the candidate models of binary logistic regression.</p

Posterior estimates (mean, standard deviation and 95% credible interval) of the Parametrs .

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March 2019

Posterior estimates (mean, standard deviation and 95% credible interval) of the Parametrs .</p

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December 2013

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Average posterior probability of the 5 latent class, logarithmic model specification.

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January 2023

Average posterior probability of the 5 latent class, logarithmic model specification.</p

Values of the parameters of the model for pathogenic spread and estimated distributions.

Ronan Le Cointe (615985)
Thomas E. Simon (615984)
Patrick Delarue (615986)
Maxime Hervé (225077)
Melen Leclerc (411403)
Sylvain Poggi (615989)

September 2016

<p>Values of the parameters of the model for pathogenic spread and estimated distributions.</p

Binary logistic regression models for the differences prey handling response between the two treatments.

Adam D. Hughes (313083)
Lars Brunner (313086)
Elizabeth J. Cook (313089)
Maeve S. Kelly (313092)
Ben Wilson (313094)

February 2013

<p>Binary logistic regression models for the differences prey handling response between the two trea...

Logistic regression model coefficient estimates derived using Bayesian model averaging.

Kang Su Cho (616241)
Hae Do Jung (728335)
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Won Sik Jang (836966)
Jong Kyou Kwon (836967)
Young Deuk Choi (728338)
Joo Yong Lee (616237)

December 2015

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Posterior means with posterior standard deviation (SD) for model parameters.

Guanghu Zhu (3172968)
Jiming Liu (347937)
Qi Tan (391689)
Benyun Shi (585240)

April 2016

<p>Posterior means with posterior standard deviation (SD) for model parameters.</p

Parameters estimated from the posterior distributions of models by naturalistic tasks outcomes.

Oliver Perra (3905749)
Fiona Alderdice (3531260)
David Sweet (3414917)
Alison McNulty (8433606)
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Kostas Papageorgiou (8433609)
Sam Wass (3606599)

September 2022

Parameters estimated from the posterior distributions of models by naturalistic tasks outcomes.</p

Results of the binary logistic regression for parameters included in the analysis.

Georg Richtig (4582933)
Christoph Hoeller (268917)
Martin Wolf (740172)
Ingrid Wolf (119519)
Barbara M. Rainer (5807351)
Günter Schulter (320656)
Markus Richtig (5807354)
Martin R. Grübler (5807357)
Anna Gappmayer (5807360)
Thomas Haidn (5807363)
Julian Kofler (5807366)
Rainer Huegel (5807369)
Bernhard Lange-Asschenfeldt (5807372)
Martin Pichler (283174)
Stefan Pilz (279331)
Akos Heinemann (142582)
Erika Richtig (5807375)

October 2018

Results of the binary logistic regression for parameters included in the analysis.</p

Posterior probability of each scenario and the corresponding 95% confidence interval based on logistic estimation by DIYABC.

Chunping Liu (110588)
Yoshiaki Tsuda (518322)
Hailong Shen (518323)
Lijiang Hu (518324)
Yoko Saito (305051)
Yuji Ide (518325)

January 2014

<p>Posterior probability of each scenario and the corresponding 95% confidence interval based on log...

Posterior estimates of hyperparameters for the species-specific parameters of the recruitment model.

Steffi Grote (494290)
Richard Condit (114548)
Stephen Hubbell (494291)
Christian Wirth (169175)
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December 2013

<p>Posterior estimates of hyperparameters for the species-specific parameters of the recruitment mod...

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Siyu Zeng (2517835)
Yunqing Huang (1356795)
Miao He (148269)

August 2016

<p>Posterior probability distributions of the behavior-giving parameters with Strategy 1 and 2.</p

The parameters of a logistic function obtained from a nonlinear regression.

Frank Emmert-Streib (33170)

February 2013

<p>The parameters of a logistic function obtained from a nonlinear regression.</p

Model selection values of the candidate models of binary logistic regression.

Yusuke Fukuda (736994)
Charlie Manolis (736995)
Keith Saalfeld (736996)
Alain Zuur (736997)

May 2015

<p>Model selection values of the candidate models of binary logistic regression.</p

Posterior estimates (mean, standard deviation and 95% credible interval) of the Parametrs .

Anteneh Asmare Godana (6416273)
Samuel Musili Mwalili (6416276)
George Otieno Orwa (6416279)

March 2019

Posterior estimates (mean, standard deviation and 95% credible interval) of the Parametrs .</p

Mean posterior parameter estimates (in natural logarithm format) for the models considered.

Glenna F. Nightingale (764486)
Kevin N. Laland (144321)
William Hoppitt (636943)
Peter Nightingale (764487)

July 2015

<p>The 95% symmetric credible intervals are also included for each parameter.</p><p>Mean posterior p...

Estimates of the posterior model probabilities when using data from (A) the attenuated strain and (B) the virulent strain.

Richard Dybowski (4604101)
Trevelyan J. McKinley (113745)
Pietro Mastroeni (62648)
Olivier Restif (62644)

December 2013

<p>Estimates of the posterior model probabilities when using data from (A) the attenuated strain an...

Average posterior probability of the 5 latent class, logarithmic model specification.

Clarence Tee (14486026)
Haiyan Xu (148626)
Xiuju Fu (155367)
Di Cui (1317405)
Tazeen H. Jafar (9551729)
Yong Mong Bee (9267630)

January 2023

Average posterior probability of the 5 latent class, logarithmic model specification.</p

Values of the parameters of the model for pathogenic spread and estimated distributions.

Ronan Le Cointe (615985)
Thomas E. Simon (615984)
Patrick Delarue (615986)
Maxime Hervé (225077)
Melen Leclerc (411403)
Sylvain Poggi (615989)

September 2016

<p>Values of the parameters of the model for pathogenic spread and estimated distributions.</p

Binary logistic regression models for the differences prey handling response between the two treatments.

Adam D. Hughes (313083)
Lars Brunner (313086)
Elizabeth J. Cook (313089)
Maeve S. Kelly (313092)
Ben Wilson (313094)

February 2013

<p>Binary logistic regression models for the differences prey handling response between the two trea...

Logistic regression model coefficient estimates derived using Bayesian model averaging.

Kang Su Cho (616241)
Hae Do Jung (728335)
Won Sik Ham (728337)
Doo Yong Chung (616239)
Yong Jin Kang (836965)
Won Sik Jang (836966)
Jong Kyou Kwon (836967)
Young Deuk Choi (728338)
Joo Yong Lee (616237)

December 2015

<p>Logistic regression model coefficient estimates derived using Bayesian model averaging.</p

Posterior means with posterior standard deviation (SD) for model parameters.

Guanghu Zhu (3172968)
Jiming Liu (347937)
Qi Tan (391689)
Benyun Shi (585240)

April 2016

<p>Posterior means with posterior standard deviation (SD) for model parameters.</p