Global allometric model constants obtained from log-log regressions of the generalised allometric thermal scaling plots against the surface area to volume (A/V) ratios for flow velocity ranged from 1-10 cm s−1.

Summary of the peak point of net O2 production and respiration rates with 95% confidence interval (CI) and their temperatures inferred from the generalized additive model.

Kazuhiko Fujita (530079)
Takaaki Okai (530080)
Takashi Hosono (52799)

March 2014

Summary of the peak point of net O2 production and respiration rates with 95% confiden...

Univariable, multilevel linear regression analyses of scaling exponent alpha and sample entropy of body temperature.

Kerstin Jost (3966959)
Isabelle Pramana (374177)
Edgar Delgado-Eckert (80678)
Nitin Kumar (103133)
Alexandre N. Datta (3966962)
Urs Frey (346875)
Sven M. Schulzke (345913)

April 2017

Univariable, multilevel linear regression analyses of scaling exponent alpha and sample entropy o...

Isometric and allometric scaling relationships for raw values, logged values, and proportions of both types of values.

Randi H. Griffin (839014)
Gabriel S. Yapuncich (839015)

December 2015

Both x and y are of the same dimensionality, as in a brain mass ~ body mass relatio...

Global heat proportionality coefficient () and exponent () values from plots at flow ranged from 1-10 cm s−1.

Robert H. Ong (319852)
Andrew J. C. King (319855)
Jaap A. Kaandorp (103379)
Benjamin J. Mullins (319858)
M. Julian Caley (198100)

October 2017

Global heat proportionality coefficient () and exponent () values from plots at flow ranged from...

Allometric modelling of log transformed VT1, VT2 and VO2peak using log transformed indicators of body size.

Anderson S. Teixeira (5870852)
Luiz G. A. Guglielmo (5870855)
Juliano Fernandes-da-Silva (5870858)
Jan M. Konarski (5870861)
Daniela Costa (830554)
João P. Duarte (4183819)
Jorge Conde (5480663)
João Valente-dos-Santos (630863)
Manuel J. Coelho-e-Silva (301096)
Robert M. Malina (630866)

October 2018

Allometric modelling of log transformed VT1, VT2 and VO2peak using log transformed indicators of bod...

How to derive biological information from the value of the normalization constant in allometric equations.

Pekka Kaitaniemi

Allometric equations are widely used in many branches of biological science. The potential informati...

Estimation Issues in Allometric Scaling Models

M. Bulmer
K. Fleetwood

January 2015

Abstract Allometric scaling models are a common tool for describing and quantifying relationships be...

Allometric relations between physiological variables and body mass.

Braz Titon Junior (813827)
Fernando Ribeiro Gomes (716033)

October 2015

Regressions of resistance to evaporative water loss (REWL) and rates of water uptake (RWU) as fun...

Allometric fits for behavioral and physiological phenomena used in the calculation of diffusivity†.

Adam Wolf (443764)
Christopher E. Doughty (443765)
Yadvinder Malhi (443766)

August 2013

†statistical fit to primary data;‡estimate computed from scaling coefficients.</p

The fit of allometric models with either a fixed (subscript 0.75) or an empirical scaling exponent (subscript a).

Pekka Kaitaniemi (377832)

February 2013

Both the coefficient of determination (r2) and the correlation coefficient (...

Modelling allometry: Statistical and biological considerations – A reply to Packard

Pelabon, Christophe
Tidiere, M
Lemaitre, Jean-Francois
Gaillard, Jean Michel

January 2018

Allometry studies describe how phenotypic traits increase relative to the increase of the size of th...

Partial-regression coefficients of log-transformed equations predicting the reference means of spirometric parameters in the young-age male and female groups.

Hisamitsu Omori (582233)
Ayumi Onoue (582234)
Takahiko Katoh (582235)
Yasuhiro Ogata (582236)
Hidetoshi Kawashima (153503)
Naoki Miyao (582237)
Takao Tsuji (322441)
Kazutetsu Aoshiba (542741)
Atsushi Nagai (36896)
Kazuhiro Yamaguchi (542737)

June 2014

Ln: natural logarithm. M: male. F: female. H: height. BW: body weight. BFM: body fat mass. R...

Generalized nonlinear models relating measured E. propertius CO2 production rate to measured body temperature.

Caroline M. Williams (327871)
Katie E. Marshall (327872)
Heath A. MacMillan (327873)
Jason D. K. Dzurisin (327874)
Jessica J. Hellmann (327875)
Brent J. Sinclair (256507)

February 2013

All models provided a better fit than a linear model (CO2 = S×T; log-likelihood test, p<0....

Velocity values associated with each relative load (%1RM) obtained from the individual load-velocity relationships modelled through linear and second-order polynomial regression models.

Amador García-Ramos (669343)
David Ulloa-Díaz (6407252)
Paola Barboza-González (6407255)
Ángela Rodríguez-Perea (6407258)
Darío Martínez-García (6407261)
Mauricio Quidel-Catrilelbún (6407264)
Francisco Guede-Rojas (6407267)
Jesualdo Cuevas-Aburto (6407270)
Danica Janicijevic (6407273)
Jonathon Weakley (6407276)

February 2019

Velocity values associated with each relative load (%1RM) obtained from the individual load-velocity...

Heat generation model selection.

Puneet Singh Dhatt (17262933)
Stephen Chiu (17262936)
Tae Seok Moon (2900399)

October 2023

Various regression model equations (dashed line) were fit to the experimental data (W–solid line) fo...

Summary of the peak point of net O2 production and respiration rates with 95% confidence interval (CI) and their temperatures inferred from the generalized additive model.

Kazuhiko Fujita (530079)
Takaaki Okai (530080)
Takashi Hosono (52799)

March 2014

Summary of the peak point of net O2 production and respiration rates with 95% confiden...

Univariable, multilevel linear regression analyses of scaling exponent alpha and sample entropy of body temperature.

Kerstin Jost (3966959)
Isabelle Pramana (374177)
Edgar Delgado-Eckert (80678)
Nitin Kumar (103133)
Alexandre N. Datta (3966962)
Urs Frey (346875)
Sven M. Schulzke (345913)

April 2017

Univariable, multilevel linear regression analyses of scaling exponent alpha and sample entropy o...

Isometric and allometric scaling relationships for raw values, logged values, and proportions of both types of values.

Randi H. Griffin (839014)
Gabriel S. Yapuncich (839015)

December 2015

Both x and y are of the same dimensionality, as in a brain mass ~ body mass relatio...

Global heat proportionality coefficient () and exponent () values from plots at flow ranged from 1-10 cm s−1.

Robert H. Ong (319852)
Andrew J. C. King (319855)
Jaap A. Kaandorp (103379)
Benjamin J. Mullins (319858)
M. Julian Caley (198100)

October 2017

Global heat proportionality coefficient () and exponent () values from plots at flow ranged from...

Allometric modelling of log transformed VT1, VT2 and VO2peak using log transformed indicators of body size.

Anderson S. Teixeira (5870852)
Luiz G. A. Guglielmo (5870855)
Juliano Fernandes-da-Silva (5870858)
Jan M. Konarski (5870861)
Daniela Costa (830554)
João P. Duarte (4183819)
Jorge Conde (5480663)
João Valente-dos-Santos (630863)
Manuel J. Coelho-e-Silva (301096)
Robert M. Malina (630866)

October 2018

Allometric modelling of log transformed VT1, VT2 and VO2peak using log transformed indicators of bod...

How to derive biological information from the value of the normalization constant in allometric equations.

Pekka Kaitaniemi

Allometric equations are widely used in many branches of biological science. The potential informati...

Estimation Issues in Allometric Scaling Models

M. Bulmer
K. Fleetwood

January 2015

Abstract Allometric scaling models are a common tool for describing and quantifying relationships be...

Allometric relations between physiological variables and body mass.

Braz Titon Junior (813827)
Fernando Ribeiro Gomes (716033)

October 2015

Regressions of resistance to evaporative water loss (REWL) and rates of water uptake (RWU) as fun...

Allometric fits for behavioral and physiological phenomena used in the calculation of diffusivity†.

Adam Wolf (443764)
Christopher E. Doughty (443765)
Yadvinder Malhi (443766)

August 2013

†statistical fit to primary data;‡estimate computed from scaling coefficients.</p

The fit of allometric models with either a fixed (subscript 0.75) or an empirical scaling exponent (subscript a).

Pekka Kaitaniemi (377832)

February 2013

Both the coefficient of determination (r2) and the correlation coefficient (...

Modelling allometry: Statistical and biological considerations – A reply to Packard

Pelabon, Christophe
Tidiere, M
Lemaitre, Jean-Francois
Gaillard, Jean Michel

January 2018

Allometry studies describe how phenotypic traits increase relative to the increase of the size of th...

Partial-regression coefficients of log-transformed equations predicting the reference means of spirometric parameters in the young-age male and female groups.

Hisamitsu Omori (582233)
Ayumi Onoue (582234)
Takahiko Katoh (582235)
Yasuhiro Ogata (582236)
Hidetoshi Kawashima (153503)
Naoki Miyao (582237)
Takao Tsuji (322441)
Kazutetsu Aoshiba (542741)
Atsushi Nagai (36896)
Kazuhiro Yamaguchi (542737)

June 2014

Ln: natural logarithm. M: male. F: female. H: height. BW: body weight. BFM: body fat mass. R...

Generalized nonlinear models relating measured E. propertius CO2 production rate to measured body temperature.

Caroline M. Williams (327871)
Katie E. Marshall (327872)
Heath A. MacMillan (327873)
Jason D. K. Dzurisin (327874)
Jessica J. Hellmann (327875)
Brent J. Sinclair (256507)

February 2013

All models provided a better fit than a linear model (CO2 = S×T; log-likelihood test, p<0....

Velocity values associated with each relative load (%1RM) obtained from the individual load-velocity relationships modelled through linear and second-order polynomial regression models.

Amador García-Ramos (669343)
David Ulloa-Díaz (6407252)
Paola Barboza-González (6407255)
Ángela Rodríguez-Perea (6407258)
Darío Martínez-García (6407261)
Mauricio Quidel-Catrilelbún (6407264)
Francisco Guede-Rojas (6407267)
Jesualdo Cuevas-Aburto (6407270)
Danica Janicijevic (6407273)
Jonathon Weakley (6407276)

February 2019

Velocity values associated with each relative load (%1RM) obtained from the individual load-velocity...

Heat generation model selection.

Puneet Singh Dhatt (17262933)
Stephen Chiu (17262936)
Tae Seok Moon (2900399)

October 2023

Various regression model equations (dashed line) were fit to the experimental data (W–solid line) fo...

Summary of the peak point of net O2 production and respiration rates with 95% confidence interval (CI) and their temperatures inferred from the generalized additive model.

Kazuhiko Fujita (530079)
Takaaki Okai (530080)
Takashi Hosono (52799)

March 2014

Summary of the peak point of net O2 production and respiration rates with 95% confiden...

Univariable, multilevel linear regression analyses of scaling exponent alpha and sample entropy of body temperature.

Kerstin Jost (3966959)
Isabelle Pramana (374177)
Edgar Delgado-Eckert (80678)
Nitin Kumar (103133)
Alexandre N. Datta (3966962)
Urs Frey (346875)
Sven M. Schulzke (345913)

April 2017

Univariable, multilevel linear regression analyses of scaling exponent alpha and sample entropy o...

Isometric and allometric scaling relationships for raw values, logged values, and proportions of both types of values.

Randi H. Griffin (839014)
Gabriel S. Yapuncich (839015)

December 2015

Both x and y are of the same dimensionality, as in a brain mass ~ body mass relatio...

Global allometric model constants obtained from log-log regressions of the generalised allometric thermal scaling plots against the surface area to volume (<i>A</i>/<i>V</i>) ratios for flow velocity ranged from 1-10 cm s<sup>−1</sup>.

Abstract

Extracted data

Global allometric model constants obtained from log-log regressions of the generalised allometric thermal scaling plots against the surface area to volume (<i>A</i>/<i>V</i>) ratios for flow velocity ranged from 1-10 cm s<sup>−1</sup>.

Abstract

Extracted data

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