Announcement

Collapse
No announcement yet.
X
  • Filter
  • Time
  • Show
Clear All
new posts

  • Network Import - Network Meta Analysis Utility Command for Stata14

    I am trying to use 'network import' command to conduct a multiple treatment network meta-analysis. Some of the studies have multiple doses/treatment arms. I am setting up my data as follows:
    study treatment1 treatment2 effect_size stderr
    1 placebo druga .5 .2
    2 placebo drugb_1 .3 .1
    2 placebo drugb_2 .9 .05
    3 placebo drugc_1 .4 .2
    3 placebo drugc_2 .5 .3
    Where study 1 is comparing drug a to place. study 2 is a multi-arm trial comparing drug b, dose 1 to placebo and drug b, dose 2 to placebo. study 3 is a multiarm trial comparing drug c, dose 1 to placebo and drug c, dose 2 to placebo. effect size and stderr reflect the estimates for mean effect and standard error for each comparison. I am setting up the data this way so that I do not have to estimate the covariance structure for the multi-arm trials, since the stata help file indicates that the network import command will do this in the background.

    However, I am running into an error where stata says:

    . network import, study(study) treat(trt1 trt2) effect(fev_effect) stde(fev_se)
    Importing from pairs format
    Reference treatment: drugc_2
    All treatments: drugc_2 drugc_1 drugb_2 drugb_1 druga
    1 contradiction in 5 observations
    assertion is false

    So, it is selecting drugc_2 instead of placebo as my main reference comparator, which doesn't allow for comparisons across other studies.

    Does anyone know how to circumvent this issue? I am wanting to have placebo as the reference treatment for all studies.

    Thanks in advance!

  • #2
    My understadning of the "network import" command in the "pairs" format is that you need all possible pairwise contrasts. Thus, you'd need "drugb1 vs drugb2" in study 2, and "drugc1 vs drugc2" in study 3. The covariance structure may only be calculated if all the three standard errors are available.
    Alternatively, you could use the "augmented" approach, by showing contrasts, but it seems to me that, in that case, you should have one raw per study. More importantly, you should add the covariance between the first and the second contrast.
    The point is that, to calculate the variance of the "drug1 vs drug2" comparisons, the information on the variance of the "drug1 vs placebo" and "drug2 vs placebo" is not enough: you also need their covariances.

    Comment


    • #3
      same problem but different. I recently practice a NMA specifically survival data what i have is ln(HR) and SE(lnHR). based on "network import" command i set a network data format
      Code:
       
       network import, tr(t1 t2) eff(lnhr) study(study_name) stderr(selnhr)
      network map i get it using this code
      Code:
       
       network map
      The issue i have is in that one study was multi-arm trail(3 arm) and study name is Llovet et al. 2002 due to this i cant able to run further codes like
      Code:
       
       network meta consistency network meta consistency, fixed network forest, msize (*0.15) diamond eform xlabel (0.1 1 10 100) colors (black blue red) list intervalplot, eform null (1) labels (Network Meta Analysis Covid) textsize (2) xlabel (0.01 0.1 1 10) network rank min, line cumulative xlabel (1/4) seed (10000) reps (10000) meanrank network rank min, seed(48106) all line cumul reps(10000) meanrank network rank max, all zero gen(prob) sucra prob*, rankogr
      this is reference articel where i took the data https://doi.org/10.1371/journal.pone.0184597 And below table is data
      and i also attached both excel file and error picture
      study_name t1 t2 n1 n2 logHR SE
      Pelletier et al. 1990 1 9 21 21 0.2971 0.3988
      Madden et al. 1993 1 9 25 25 0.0276 0.3487
      Groupe d'Etude et al. 1995 1 9 50 46 -0.3407 0.225
      Pelletier et al. 1998 1 9 37 36 -0.0834 0.2694
      Llovet et al. 2002 1 9 40 35 -0.755 0.3371
      Lo et al. 2002 1 9 40 39 -0.6932 0.2461
      FFCD 9402 et al. 2208 1 9 62 61 -0.0773 0.1873
      Mabed et al. 2009 1 9 50 50 -0.4185 0.239
      Lin et al. 1988 4 9 42 21 -0.9239 0.3291
      Bruix et al. 1998 4 9 40 40 0.0926 0.2582
      Llovet et al. 2002 4 9 37 35 -0.5621 0.3068
      Raoul et al. 1994 3 9 14 13 -1.1394 0.3217
      Kawai et al. 1991 4 1 137 145 -0.2114 0.1683
      Chang et al. 1994 4 1 24 22 -0.3147 0.2803
      Meyer et al. 2013 4 1 42 44 -0.0943 0.2943
      Yu et al. 2014 4 1 45 45 -0.1898 0.2901
      Raoul et al. 1997 3 1 73 69 -0.2157 0.2396
      Kolligs et al. 2015 3 1 13 15 0.758 0.6565
      Salem et al. 2016 3 1 24 21 -0.0058 0.4595
      Sacco et al. 2011 2 1 33 34 0.0268 0.5346
      Golfieri et al. 2014 2 1 89 88 -0.0151 0.2343
      Malagari et al. 2009 2 4 41 43 0.0334 0.6022
      Brown et al. 2015 2 4 50 51 -0.1044 0.228
      Pitton et al. 2015 2 3 12 12 0.0489 0.5345
      Li et al. 2009 8 1 108 108 -0.1092 0.0368
      Kudo et al. 2011 8 1 229 227 0.0583 0.2209
      Britten et al. 2011 8 1 15 15 0.734 0.5855
      Inaba et al. 2013 8 1 50 51 0.0583 0.3092
      Kudo et al. 2014 8 1 249 253 -0.1054 0.1588
      Printer et al. 2015 8 1 16 16 0.5306 0.3837
      Wang et al. 2015 8 1 61 64 -0.9943 0.3159
      Lencioni et al. 2016 7 2 154 153 -0.1076 0.2005
      Bartolozzi et al. 1995 6 1 26 27 -0.734 0.4059
      Yamamoto et al. 1997 6 1 50 50 -0.6162 0.2069
      Wu et al. 1998 6 1 50 52 -0.9416 0.2728
      Xu et al. 2002 6 1 23 22 -0.4943 0.1798
      Becker et al. 2005 6 1 27 25 -0.3567 0.2657
      Yang et al. 2008 6 1 24 11 -0.5798 0.4793
      Liu et al. 2009 6 1 39 39 -0.6539 0.378
      Zhao et al. 2011 6 1 23 24 -0.6349 0.2551
      Huang et al. 2017 6 1 60 60 -0.6349 0.1972
      Xue et al. 1995 5 1 21 20 -0.6733 0.3062
      Leng et al. 2000 5 1 36 39 -0.478 0.2351
      Peng et al. 2000 5 1 43 48 -0.5108 0.1588
      Wang et al. 2000 5 1 20 20 -0.2357 0.2042
      Li et al. 2003 5 1 41 41 -0.6539 0.2151
      Zhao et al. 2006 5 1 49 47 -0.7133 0.206
      Wang et al. 2006 5 1 54 54 -0.5621 0.1927
      Shang et al. 2007 5 1 40 36 -0.478 0.226
      Xiao et al. 2008 5 1 30 30 -0.4155 0.2604
      Liao et al. 2010 5 1 24 24 -0.3285 0.2247
      Zhang et al. 2012 5 1 135 124 -0.5276 0.1525

      Attached Files

      Comment


      • #4
        I tried changing the data format also but it was not working
        Code:
         
         network convert augmented, large(1000) ref(1) network meta consistency
        And i also attached the error what i get

        Attached Files

        Comment

        Working...
        X