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Table 1 Estimates of means and standard errors from sub-network one on the log-odds ratio scale, with N as the baseline treatment. Risks are estimated based on Eq. 12

From: Connecting a disconnected trial network with a new trial: optimizing the estimation of a comparative effect in a network meta-analysis

Treatment

\(\hat{\mu }_b\)

\(\sqrt{\text {Var}(\hat{\mu }_b)}\)

Estimated Risk

N

-

-

0.3704

A

-0.1710

0.1475

0.3315

A-G

0.1507

0.8317

0.4062

B-S

-0.4294

0.4105

0.2769

D-F

-0.1541

0.3506

0.3353

H

0.0508

0.0754

0.3823

I

-0.4005

0.2946

0.2827

L

-2.7726

1.0992

0.0355

M

-0.4068

0.5774

0.2815

O

0.4055

0.9593

0.4688

P

0.0445

1.0435

0.3801

D-J

0.3900

0.2751

0.4649

Q

0.0445

1.0435

0.3809

R

0.3345

0.7682

0.4511

T

-0.4414

0.3568

0.2745

Y

-0.3589

0.4705

0.2912

Z

0.2692

0.8129

0.4351