Study type

Study topic

Human medicinal product

Study topic, other

Persistence

Study type

Non-interventional study

Scope of the study

Disease epidemiology
Drug utilisation
Effectiveness study (incl. comparative)
Non-interventional study

Non-interventional study design

Cohort
Other

Non-interventional study design, other

Prescription event monitoring
Study drug and medical condition

Anatomical Therapeutic Chemical (ATC) code

(C03AA) Thiazides, plain
Thiazides, plain
(C03BA) Sulfonamides, plain
Sulfonamides, plain
(C08CA) Dihydropyridine derivatives
Dihydropyridine derivatives
(C09A) ACE INHIBITORS, PLAIN
ACE INHIBITORS, PLAIN
(C09BA) ACE inhibitors and diuretics
ACE inhibitors and diuretics
(C09BB) ACE inhibitors and calcium channel blockers
ACE inhibitors and calcium channel blockers
(C09C) ANGIOTENSIN II RECEPTOR BLOCKERS (ARBs), PLAIN
ANGIOTENSIN II RECEPTOR BLOCKERS (ARBs), PLAIN
(C09DA) Angiotensin II receptor blockers (ARBs) and diuretics
Angiotensin II receptor blockers (ARBs) and diuretics
(C09DB) Angiotensin II receptor blockers (ARBs) and calcium channel blockers
Angiotensin II receptor blockers (ARBs) and calcium channel blockers

Medical condition to be studied

Essential hypertension
Population studied

Short description of the study population

People ≥ 40 years old with uncomplicated hypertension in Sweden

Age groups

Adults (18 to < 46 years)
Adults (46 to < 65 years)
Adults (65 to < 75 years)
Adults (75 to < 85 years)
Adults (85 years and over)

Estimated number of subjects

600000
Study design details

Main study objective

To explore if persistence is associated to initial drug class of antihypertensive, when treating uncomplicated hypertension.

Outcomes

Persistence to different classes of antihypertensives.

Data analysis plan

The classes of antihypertensive medication will be compared using a Poisson regression model. The cohort in this study is recruited over a number of years, individuals are of different ages at baseline and the time from the first prescription may be of interest. Poisson models allow for multiple timescales to enter the model simultaneously and the connection between the Cox model and Poisson regression using time-split data is well known. Poisson models also allow treatment-timescale interaction, also known as non-proportional hazards, to be studied using interaction terms. Follow-up time within each individual will be split into intervals of 3 months in which the outcome rate is assumed to be constant. A change of state also splits follow-up time at the time of the event. All timescales will be modeled using cubic splines with five knots