1
-
5
of
5
results (0.52 seconds)
Sort By:
-
Living to Age 100 In Canada In 2000
Living to Age 100 In Canada In 2000 Using population data, mortality rates are projected for people ... a Canadian is investigated. Mortality modeling;Mortality rates=Mortality tables=Death rates ; 8403 ...- Authors: Louis G Doray
- Date: Jan 2002
- Competency: External Forces & Industry Knowledge; Technical Skills & Analytical Problem Solving
- Topics: Demography>Mortality - Demography; Demography>Longevity
-
Inference for Logistic-type Models for the Force of Mortality
Models for the Force of Mortality Logistic-type models for the force of mortality like those introduced ... fit to mortality data of people aged over 85 than Makeham’s model where the force of mortality increases ...- Authors: Louis G Doray
- Date: Jan 2008
- Competency: Technical Skills & Analytical Problem Solving
- Topics: Modeling & Statistical Methods
-
Inference for Logistic-type Models for the Force of Mortality Abstract
for the Force of Mortality Abstract Logistic-type models for the force of mortality like those introduced ... fit to mortality data of people aged over 85 than Makeham’s model where the force of mortality increases ...- Authors: Louis G Doray
- Date: Jan 2008
-
2006 Re-Envisioning Retirement in the 21st Century Symposium: Actuarial Considerations in Establishing Gradual Retirement Pension Plans
2006 Re-Envisioning Retirement in the 21st Century Symposium: Actuarial Considerations in Establishing ... employer's point of view in terms of the normal cost and also from the employee's side, the total ...- Authors: Louis G Doray
- Date: May 2006
- Competency: Technical Skills & Analytical Problem Solving
- Topics: Pensions & Retirement>Plan design
-
Inference for a Leptokurtic Symmetric Family of Distributions Represented by the Difference of Two Gamma Variates
random variable centered at 0 with scale paramter s is 1 1 + t2s2 . Hence, the classical Laplace distribution ... function equal to f(z;λ = 1, θ = s2) = 1 2s e−|z|/s. When λ = 1/n, n ∈ N, and θ = n, Kotz, Kozubowski ...- Authors: Louis G Doray, Maciej Augustyniak
- Date: Nov 2010
- Competency: External Forces & Industry Knowledge>Actuarial theory in business context
- Topics: Modeling & Statistical Methods>Stochastic models; Technology & Applications>Business intelligence