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Table 1 Model inputs

From: Cost-effectiveness of the Adaptive Implementation of Effective Programs Trial (ADEPT): approaches to adopting implementation strategies

Parameter

Base

Low

High

Distributiona

Source

Costs

 Cost of REP (Phase I)b

588.95

0

558.95

Normal

Time and resource tracking, study staff

 Additional cost of EF (Phase II)

32.70

32.39

33.01

Normal

Time logs

 Additional cost of EF (Phase III)

17.55

1.22

30.84

Normal

Time logs

 Additional cost of EF and IF (Phase II)

31.23

28.51

30.49

Normal

Time logs

 Additional cost of EF and IF (Phase III)

6.35

3.15

9.27

Normal

Time logs

Probabilities

 Probability of response after Phase II with REP+EF

0.095

0

0.095

 

Site response data

 Probability of response after Phase II with REP+EF/IF

0.091

0

0.091

 

Site response data

Utilitiesc,d

 

 REP only

.475

0.43

0.521

Beta

Patient survey

 EF (Phase II)

.497

0.42

0.573

Beta

Patient survey

 EF non-responding site (Phase III)

.446

0.306

0.586

Beta

Patient survey

 EF responding site (Phase III)

.721

0.533

0.909

Beta

Patient survey

 EF and IF (Phase II)

.463

0.362

0.564

Beta

Patient survey

 EF add IF (Phase III)

.568

0.392

0.566

Beta

Patient survey

 EF and IF non-responding site (Phase III)

.479

0.392

0.566

Beta

Patient survey

 EF and IF responding site (Phase III)

.372

0.184

0.559

Beta

Patient survey

  1. aDistributions are parameterized such that the mean is the base value and the standard deviation is ¼ of the difference between the low and high values
  2. bPhases refer to values calculated within phases of the original trial: Phase I: baseline/initial 6-month period prior to the trial phase of the study with REP only, Phase II: second 6 months of the study, Phase III: final 6 months of the trial
  3. cInverse probability weighting to account for missing data with weights estimated from a logistic regression model for predicting non-response
  4. dEQ-5D calculated using mapping algorithm from components of the SF-12