Estimation of parametric survival models with concomitant variables
Date
4-1995
Degree
Bachelor of Science in Agriculture
College
College of Arts and Sciences (CAS)
Adviser/Committee Chair
Jose Almer T. Sanqui
Abstract
The survival function with London’s of the force mortality as u[x] + 1 = B rt cx+t was approximated by applying the method of weighted least-squares on its log-transformation. Data from the IIAP proved that t = 20 to be the best approximate of the four t-values considered. The approximating equation is :
u[x] + 1 =(0.0009780659181781562)(1.085939181781562)t(1.086568300871862)x+t
The model was found to be inconsistent. Two selec models were made to fill the inconsistency of London’s model were as follows:
S(t:x) = exp{B(1-cx)[2-(rc)t1]-A(x=t)]}
In(rc)
Language
English
Location
UPLB Main Library Special Collections Section (USCS)
Call Number
Thesis
Recommended Citation
Callo, Ruben John- John G., "Estimation of parametric survival models with concomitant variables" (1995). Undergraduate Theses. 9753.
https://www.ukdr.uplb.edu.ph/etd-undergrad/9753
Document Type
Thesis