Search results with tag "Hazard function"
Survival Distributions, Hazard Functions, Cumulative Hazards
web.stanford.eduThe hazard function may assume more a complex form. For example, if T denote the age of death, then the hazard function h(t) is expected to be decreasing at rst and then gradually increasing in the end, re ecting higher hazard of infants and elderly. 1.2 Common Families of Survival Distributions
Odds Ratio, Hazard Ratio and Relative Risk
ibmi.mf.uni-lj.si64 J. Stare and D. Maucort-Boulch Hazard ratio is a ratio of two hazard functions HR(t) = 1(t;x 1) 2(t;x 2) (3.1) and we remind the reader that the hazard function is defined as
Standard uniform distribution (from http://www.math.wm.edu ...
www.math.wm.eduThe hazard function on the support of X is h(x)= f(x) S(x) = 1 1−x 0 <x <1. The cumulative hazard function on the support of X is H(x)=−ln S(x)=−ln(1−x) 0 <x <1. The inverse distribution function of X is F−1(u)=u 0 <u <1. The median of X is 1/2. 1. The moment generating function of X is