Multiple linear regression analysis for DBP and independent variables.

Regression coefficients for the univariate and multiple variable model.

Fu-Mei Su (757295)
Dung-Huan Liu (757296)
Jia-Feng Chen (757297)
Shan-Fu Yu (757298)
Wen-Chan Chiu (757299)
Chung-Yuan Hsu (528381)
Chi-Hua Ko (757300)
Ching-Chou Tsai (757301)
Tien-Tsai Cheng (757302)

June 2015

*SE: standard errorRegression coefficients for the univariate and multiple variable model....

Result of multiple linear regression analysis using the maximum IOP as a dependent variable.

Fumihiko Mabuchi (94451)
Nakako Mabuchi (4386163)
Yoichi Sakurada (94452)
Seigo Yoneyama (2503747)
Kenji Kashiwagi (94453)
Hiroyuki Iijima (94455)
Zentaro Yamagata (94454)
Mitsuko Takamoto (153461)
Makoto Aihara (153475)
Takeshi Iwata (230562)
Kazuhide Kawase (4386166)
Yukihiro Shiga (724428)
Koji M. Nishiguchi (147632)
Toru Nakazawa (287792)
Mineo Ozaki (531871)
Makoto Araie (88258)

August 2017

Result of multiple linear regression analysis using the maximum IOP as a dependent variable.</p

Models One to Four of the multiple linear regression analysis based on a hierarchical approach.

Jennifer Anne Hall (3307929)
Geraldine Barrett (325858)
Tambosi Phiri (3307932)
Andrew Copas (269120)
Address Malata (293278)
Judith Stephenson (269115)

October 2016

Models One to Four of the multiple linear regression analysis based on a hierarchical approach.</...

Multiple linear regression analysis for SBP and independent variables.

Mayumi Yoshihara (429181)
Hiroshi Akasaka (429182)
Hirofumi Ohnishi (429183)
Takayuki Miki (317460)
Tetsuaki Furukawa (429184)
Satoshi Yuda (429185)
Shigeyuki Saitoh (429186)
Tetsuji Miura (317468)

July 2013

B, partial regression coefficient; SE, standard error; β, standardized partial regression coeffic...

Multiple correlation coefficient (R2), constant and partial regression coefficients from multiple regression analysis.

Payal Bansal (181772)
Shashi Banga (181778)
S. S. Banga (181784)

February 2012

Multiple correlation coefficient (R2), constant and partial regression coefficients fr...

Partial regression coefficients (± standard errors) derived from multiple regression models evaluating the relationship between U. arrecta traits and three explanatory variables.

Thaisa S. Michelan (394141)
Sidinei M. Thomaz (394142)
Luis M. Bini (136192)

March 2013

Partial regression coefficients (± standard errors) derived from multiple regression models evalu...

Multiple linear regression equations, together with the Spearman correlation coefficient and P-value, of the predicted equations for the validation group, for the peak power (PP) and mean power (MP).

Efrat Leopold (6448835)
Dalya Navot-Mintzer (6448838)
Eyal Shargal (6448841)
Sharon Tsuk (3949958)
Tamir Tuller (123492)
Mickey Scheinowitz (6415670)

March 2019

Multiple linear regression equations, together with the Spearman correlation coefficient and P-value...

Multiple Linear Regression Analysis with Serum Phosphorus as the Dependent Variable.

Doron Aronson (388083)
Michael Kapeliovich (388084)
Haim Hammerman (388085)
Robert Dragu (388086)

March 2013

Multiple Linear Regression Analysis with Serum Phosphorus as the Dependent Variable.</p

Results of the linear multiple regression analyses showing the averaged standardized (beta) and unstandardized (β) regression coefficients for each of the four explanatory variables, along with their relative importance (RI).

Efthymia Giosa (4527940)
Christos Mammides (3265413)
Savvas Zotos (4527943)

May 2018

Results of the linear multiple regression analyses showing the averaged standardized (beta) and u...

Part (Semi Partial) and Partial Regression Coefficients

Hervé Abdi

February 2008

The semi-partial regression coefficient—also called part correlation—is used to express the specific...

A multiple linear regression of the US News and World Report Score and its contributors.

Vinay Prasad (510176)
Jeffrey A. Goldstein (632973)

September 2014

*Standardized units.r-squared = 0.94.A multiple linear regression of the US News a...

Multiple linear regression analysis with the psychological scale as a dependent variable.

Yukiko Shiro (4344832)
Young-Chang Arai (4344829)
Tatsunori Ikemoto (340549)
Kazuhiro Hayashi (1910749)

August 2017

Multiple linear regression analysis with the psychological scale as a dependent variable.</p

Regression model.

Simone Favelle (87364)
Stephen Palmisano (540308)

December 2018

Unstandardised (B) and Standardised (β) regression coefficients and squared semi-partial correlation...

Variables in equation (2) for 42 SRUs, F = 35.299.

Ian Hamerton (104140)
Brendan J. Howlin (104145)
Grzegorz Kamyszek (157658)

June 2012

Multiple correlation coefficient R = 0.932.Coefficient of the multiple determination R<su...

Variables in the equation for 57 SRUs.

Ian Hamerton (104140)
Brendan J. Howlin (104145)
Grzegorz Kamyszek (157658)

June 2012

Multiple correlation coefficient R = 0.688.Coefficient of the multiple determination R<su...

Regression coefficients for the univariate and multiple variable model.

Fu-Mei Su (757295)
Dung-Huan Liu (757296)
Jia-Feng Chen (757297)
Shan-Fu Yu (757298)
Wen-Chan Chiu (757299)
Chung-Yuan Hsu (528381)
Chi-Hua Ko (757300)
Ching-Chou Tsai (757301)
Tien-Tsai Cheng (757302)

June 2015

*SE: standard errorRegression coefficients for the univariate and multiple variable model....

Result of multiple linear regression analysis using the maximum IOP as a dependent variable.

Fumihiko Mabuchi (94451)
Nakako Mabuchi (4386163)
Yoichi Sakurada (94452)
Seigo Yoneyama (2503747)
Kenji Kashiwagi (94453)
Hiroyuki Iijima (94455)
Zentaro Yamagata (94454)
Mitsuko Takamoto (153461)
Makoto Aihara (153475)
Takeshi Iwata (230562)
Kazuhide Kawase (4386166)
Yukihiro Shiga (724428)
Koji M. Nishiguchi (147632)
Toru Nakazawa (287792)
Mineo Ozaki (531871)
Makoto Araie (88258)

August 2017

Result of multiple linear regression analysis using the maximum IOP as a dependent variable.</p

Models One to Four of the multiple linear regression analysis based on a hierarchical approach.

Jennifer Anne Hall (3307929)
Geraldine Barrett (325858)
Tambosi Phiri (3307932)
Andrew Copas (269120)
Address Malata (293278)
Judith Stephenson (269115)

October 2016

Models One to Four of the multiple linear regression analysis based on a hierarchical approach.</...

Multiple linear regression analysis for SBP and independent variables.

Mayumi Yoshihara (429181)
Hiroshi Akasaka (429182)
Hirofumi Ohnishi (429183)
Takayuki Miki (317460)
Tetsuaki Furukawa (429184)
Satoshi Yuda (429185)
Shigeyuki Saitoh (429186)
Tetsuji Miura (317468)

July 2013

B, partial regression coefficient; SE, standard error; β, standardized partial regression coeffic...

Multiple correlation coefficient (R2), constant and partial regression coefficients from multiple regression analysis.

Payal Bansal (181772)
Shashi Banga (181778)
S. S. Banga (181784)

February 2012

Multiple correlation coefficient (R2), constant and partial regression coefficients fr...

Partial regression coefficients (± standard errors) derived from multiple regression models evaluating the relationship between U. arrecta traits and three explanatory variables.

Thaisa S. Michelan (394141)
Sidinei M. Thomaz (394142)
Luis M. Bini (136192)

March 2013

Partial regression coefficients (± standard errors) derived from multiple regression models evalu...

Multiple linear regression equations, together with the Spearman correlation coefficient and P-value, of the predicted equations for the validation group, for the peak power (PP) and mean power (MP).

Efrat Leopold (6448835)
Dalya Navot-Mintzer (6448838)
Eyal Shargal (6448841)
Sharon Tsuk (3949958)
Tamir Tuller (123492)
Mickey Scheinowitz (6415670)

March 2019

Multiple linear regression equations, together with the Spearman correlation coefficient and P-value...

Multiple Linear Regression Analysis with Serum Phosphorus as the Dependent Variable.

Doron Aronson (388083)
Michael Kapeliovich (388084)
Haim Hammerman (388085)
Robert Dragu (388086)

March 2013

Multiple Linear Regression Analysis with Serum Phosphorus as the Dependent Variable.</p

Results of the linear multiple regression analyses showing the averaged standardized (beta) and unstandardized (β) regression coefficients for each of the four explanatory variables, along with their relative importance (RI).

Efthymia Giosa (4527940)
Christos Mammides (3265413)
Savvas Zotos (4527943)

May 2018

Results of the linear multiple regression analyses showing the averaged standardized (beta) and u...

Part (Semi Partial) and Partial Regression Coefficients

Hervé Abdi

February 2008

The semi-partial regression coefficient—also called part correlation—is used to express the specific...

A multiple linear regression of the US News and World Report Score and its contributors.

Vinay Prasad (510176)
Jeffrey A. Goldstein (632973)

September 2014

*Standardized units.r-squared = 0.94.A multiple linear regression of the US News a...

Multiple linear regression analysis with the psychological scale as a dependent variable.

Yukiko Shiro (4344832)
Young-Chang Arai (4344829)
Tatsunori Ikemoto (340549)
Kazuhiro Hayashi (1910749)

August 2017

Multiple linear regression analysis with the psychological scale as a dependent variable.</p

Regression model.

Simone Favelle (87364)
Stephen Palmisano (540308)

December 2018

Unstandardised (B) and Standardised (β) regression coefficients and squared semi-partial correlation...

Variables in equation (2) for 42 SRUs, F = 35.299.

Ian Hamerton (104140)
Brendan J. Howlin (104145)
Grzegorz Kamyszek (157658)

June 2012

Multiple correlation coefficient R = 0.932.Coefficient of the multiple determination R<su...

Variables in the equation for 57 SRUs.

Ian Hamerton (104140)
Brendan J. Howlin (104145)
Grzegorz Kamyszek (157658)

June 2012

Multiple correlation coefficient R = 0.688.Coefficient of the multiple determination R<su...

Regression coefficients for the univariate and multiple variable model.

Fu-Mei Su (757295)
Dung-Huan Liu (757296)
Jia-Feng Chen (757297)
Shan-Fu Yu (757298)
Wen-Chan Chiu (757299)
Chung-Yuan Hsu (528381)
Chi-Hua Ko (757300)
Ching-Chou Tsai (757301)
Tien-Tsai Cheng (757302)

June 2015

*SE: standard errorRegression coefficients for the univariate and multiple variable model....

Result of multiple linear regression analysis using the maximum IOP as a dependent variable.

Fumihiko Mabuchi (94451)
Nakako Mabuchi (4386163)
Yoichi Sakurada (94452)
Seigo Yoneyama (2503747)
Kenji Kashiwagi (94453)
Hiroyuki Iijima (94455)
Zentaro Yamagata (94454)
Mitsuko Takamoto (153461)
Makoto Aihara (153475)
Takeshi Iwata (230562)
Kazuhide Kawase (4386166)
Yukihiro Shiga (724428)
Koji M. Nishiguchi (147632)
Toru Nakazawa (287792)
Mineo Ozaki (531871)
Makoto Araie (88258)

August 2017

Result of multiple linear regression analysis using the maximum IOP as a dependent variable.</p

Models One to Four of the multiple linear regression analysis based on a hierarchical approach.

Jennifer Anne Hall (3307929)
Geraldine Barrett (325858)
Tambosi Phiri (3307932)
Andrew Copas (269120)
Address Malata (293278)
Judith Stephenson (269115)

October 2016

Models One to Four of the multiple linear regression analysis based on a hierarchical approach.</...

Multiple linear regression analysis for DBP and independent variables.

Abstract

Extracted data

Multiple linear regression analysis for DBP and independent variables.

Abstract

Extracted data

Related items

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