Three data frames, ndmm_ipd
, ndmm_agd
, and ndmm_agd_covs
containing
(simulated) individual patient data (IPD) from three studies and aggregate
data (AgD) from two studies on newly diagnosed multiple myeloma. The outcome
of interest is progression-free survival after autologous stem cell
transplant. The IPD studies in ndmm_ipd
provide event/censoring times and
covariate values for each individual. The AgD studies provide reconstructed
event/censoring times from digitized Kaplan-Meier curves in ndmm_agd
and
covariate summaries in ndmm_agd_covs
, obtained from published trial
reports. The data are constructed to resemble those used by
Leahy and Walsh (2019)
.
Format
The individual patient data are contained in a data frame ndmm_ipd
with 1325 rows, one per individual, and 10 variables:
- study, studyf
study name
- trt, trtf
treatment name
- eventtime
event/censoring time
- status
censoring indicator (0 = censored, 1 = event)
- age
age (years)
- iss_stage3
ISS stage 3 (0 = no, 1 = yes)
- response_cr_vgpr
complete or very good partial response (0 = no, 1 = yes)
- male
male sex (0 = no, 1 = yes)
The reconstructed Kaplan-Meier data for the aggregate studies are
contained in a data frame ndmm_agd
with 2819 rows and 6 variables:
- study, studyf
study name
- trt, trtf
treatment name
- eventtime
event/censoring time
- status
censoring indicator (0 = censored, 1 = event)
The covariate summaries extracted from published reportes for the
aggregate studies are contained in a data frame ndmm_agd_covs
with 4
rows, one per study arm, and 15 columns:
- study, studyf
study name
- trt, trtf
treatment name
- sample_size
sample size in each arm
- age_min, age_iqr_l, age_median, age_iqr_h, age_max, age_mean, age_sd
summary statistics for age (years)
- iss_stage3
proportion of participants with ISS stage 3
- response_cr_vgpr
proportion of participants with complete or very good partial response
- male
proportion of male participants
References
Leahy J, Walsh C (2019). “Assessing the impact of a matching-adjusted indirect comparison in a Bayesian network meta-analysis.” Research Synthesis Methods, 10(4), 546–568. doi:10.1002/jrsm.1372 .