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Mathematical Biosciences
|
November 23, 2006
Aging: damage accumulation versus increasing mortality rate
Maxim Finkelstein
Mathematical Biosciences
|
March 29, 2011
On the 'rate of aging' in heterogeneous populations
Maxim Finkelstein
Physics of Life Reviews
|
May 22, 2012
The Gompertz law of mortality and longitudinal data: Comment on "The quadratic hazard model for analyzing longitudinal data on aging, health, and the life span" by Yashin, Arbeev, Akushevich, Kulminski, Ukraintseva, Stallard & Land
Maxim Finkelstein
Theoretical Population Biology
|
October 31, 2012
Lifesaving, delayed deaths and cure in mortality modeling
Maxim Finkelstein
Theoretical Population Biology
|
February 7, 2012
On ordered subpopulations and population mortality at advanced ages
Maxim Finkelstein
Risk Analysis : an Official Publication of the Society for Risk Analysis
|
August 31, 2017
Optimal Mission Abort Policy for Systems Operating in a Random Environment
Gregory Levitin, Maxim Finkelstein
Journal of Mathematical Biology
|
March 4, 2020
On some stochastic properties of lives lived and left in non-stationary populations
Maxim Finkelstein, James Vaupel
Journal of Mathematical Biology
|
April 30, 2015
On some mortality rate processes and mortality deceleration with age
Ji Hwan Cha, Maxim Finkelstein
Theoretical Population Biology
|
May 24, 2011
Admissible mixing distributions for a general class of mixture survival models with known asymptotics
Trifon I Missov, Maxim Finkelstein
Theoretical Population Biology
|
March 19, 2016
Justifying the Gompertz curve of mortality via the generalized Polya process of shocks
Ji Hwan Cha, Maxim Finkelstein
Page
of 2
Search research articles
Search
Showing results (1-10 of 11) with videos related to
Sort By:
Page
of 2
Mathematical Biosciences
|
November 23, 2006
Aging: damage accumulation versus increasing mortality rate
Maxim Finkelstein
Mathematical Biosciences
|
March 29, 2011
On the 'rate of aging' in heterogeneous populations
Maxim Finkelstein
Physics of Life Reviews
|
May 22, 2012
The Gompertz law of mortality and longitudinal data: Comment on "The quadratic hazard model for analyzing longitudinal data on aging, health, and the life span" by Yashin, Arbeev, Akushevich, Kulminski, Ukraintseva, Stallard & Land
Maxim Finkelstein
Theoretical Population Biology
|
October 31, 2012
Lifesaving, delayed deaths and cure in mortality modeling
Maxim Finkelstein
Theoretical Population Biology
|
February 7, 2012
On ordered subpopulations and population mortality at advanced ages
Maxim Finkelstein
Risk Analysis : an Official Publication of the Society for Risk Analysis
|
August 31, 2017
Optimal Mission Abort Policy for Systems Operating in a Random Environment
Gregory Levitin, Maxim Finkelstein
Journal of Mathematical Biology
|
March 4, 2020
On some stochastic properties of lives lived and left in non-stationary populations
Maxim Finkelstein, James Vaupel
Journal of Mathematical Biology
|
April 30, 2015
On some mortality rate processes and mortality deceleration with age
Ji Hwan Cha, Maxim Finkelstein
Theoretical Population Biology
|
May 24, 2011
Admissible mixing distributions for a general class of mixture survival models with known asymptotics
Trifon I Missov, Maxim Finkelstein
Theoretical Population Biology
|
March 19, 2016
Justifying the Gompertz curve of mortality via the generalized Polya process of shocks
Ji Hwan Cha, Maxim Finkelstein
Page
of 2