Data about patients and their surgery procedure from 30 simulated hospitals with patient arrivals in the first 400 days after the start of the study.
Patient failure times are exponentially distributed with exponential hazard rate h_0(t, λ) exp(μ). Some hospitals have an increased failure rate:
Hospitals 1-15: exp(μ) = 1
Hospitals 16-30: exp(μ) = 2
which means that the hazard rate at hospitals 16-30 is twice higher than exponential(λ).
The arrival rate ψ of patients at a hospital differs. The arrival rates are:
Hospitals 1-5 & 16-20: 0.5 patients per day
Hospitals 6-10 & 21-25: 1 patient per day
Hospitals 11-15 & 26-30: 1.5 patients per day
These are then respectively small, medium and large hospitals.
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A data.frame
with 12010 rows and 9 variables:
numeric Time of entry of patient into study
numeric Time from entry until failure of patient
integer Censoring indicator (0 - right censored, 1 - observed)
integer Hospital number at which patient received treatment
numeric True excess hazard used for generating patient survival
numeric Poisson arrival rate at hospital which the patient was at
numeric Age of the patient
factor Sex of the patient
numeric Body mass index of the patient
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