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A Golubev

Showing results (1-10 of 119) with videos related to

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Journal of Theoretical Biology|June 4, 2009
How could the Gompertz-Makeham law evolveA Golubev
Biogerontology|March 14, 2025
Distinguishing the intrinsic and extrinsic causes of changes in human mortality by examining life-table aging rate (LAR) trajectories through the lens of generalized Gompertz-Makeham lawA Golubev
Progress in Biophysics and Molecular Biology|May 22, 2012
Transition probability in cell proliferation, stochasticity in cell differentiation, and the restriction point of the cell cycle in one packageA Golubev
Biogerontology|November 25, 2023
An underappreciated peculiarity of late-life human mortality kinetics assessed through the lens of a generalization of the Gompertz-Makeham lawA Golubev
Biogerontology|February 21, 2026
Gerontology lost in translation from demography to biology of aging and backA Golubev
Biogerontology|June 11, 2004
Does Makeham make sense?A Golubev
Journal of Theoretical Biology|January 19, 2016
Applications and implications of the exponentially modified gamma distribution as a model for time variabilities related to cell proliferation and gene expressionA Golubev
Computational and Mathematical Methods in Medicine|July 6, 2017
Exponentially Modified Peak Functions in Biomedical Sciences and Related DisciplinesA Golubev
Journal of Theoretical Biology|October 15, 2009
Exponentially modified Gaussian (EMG) relevance to distributions related to cell proliferation and differentiationA Golubev
Biogerontology|August 9, 2019
A 2D analysis of correlations between the parameters of the Gompertz-Makeham model (or law?) of relationships between aging, mortality, and longevityA Golubev
Pageof 12

Showing results (1-10 of 119) with videos related to

Sort By:
Pageof 12
Journal of Theoretical Biology|June 4, 2009
How could the Gompertz-Makeham law evolveA Golubev
Biogerontology|March 14, 2025
Distinguishing the intrinsic and extrinsic causes of changes in human mortality by examining life-table aging rate (LAR) trajectories through the lens of generalized Gompertz-Makeham lawA Golubev
Progress in Biophysics and Molecular Biology|May 22, 2012
Transition probability in cell proliferation, stochasticity in cell differentiation, and the restriction point of the cell cycle in one packageA Golubev
Biogerontology|November 25, 2023
An underappreciated peculiarity of late-life human mortality kinetics assessed through the lens of a generalization of the Gompertz-Makeham lawA Golubev
Biogerontology|February 21, 2026
Gerontology lost in translation from demography to biology of aging and backA Golubev
Biogerontology|June 11, 2004
Does Makeham make sense?A Golubev
Journal of Theoretical Biology|January 19, 2016
Applications and implications of the exponentially modified gamma distribution as a model for time variabilities related to cell proliferation and gene expressionA Golubev
Computational and Mathematical Methods in Medicine|July 6, 2017
Exponentially Modified Peak Functions in Biomedical Sciences and Related DisciplinesA Golubev
Journal of Theoretical Biology|October 15, 2009
Exponentially modified Gaussian (EMG) relevance to distributions related to cell proliferation and differentiationA Golubev
Biogerontology|August 9, 2019
A 2D analysis of correlations between the parameters of the Gompertz-Makeham model (or law?) of relationships between aging, mortality, and longevityA Golubev
Pageof 12