Skip to main content

Table 7 Table of parameter estimates for the Bayesian Bernoulli-Exponential joint model and for the Gaussian non-informative prior scheme

From: A Bayesian Bernoulli-Exponential joint model for binary longitudinal outcomes and informative time with applications to bladder cancer recurrence data

Sample Size and Design Structure

Table of Parameter Estimates

Parameter

Mean

SD

Lower\(\varvec{(2.50\%)}\)

Upper\(\varvec{(97.50\%)}\)

18(5 &3)

\(\alpha _{1}\)

1.0670

1.0670

-1.8300

2.4030

\(\alpha _{2}\)

1.0380

1.0380

-1.9600

2.0430

\(\alpha _{3}\)

0.9729

0.9729

-1.8480

2.0490

\(\alpha _{4}\)

1.0700

1.0700

-2.5220

1.6180

\(\alpha _{5}\)

0.9262

0.9262

-3.1460

0.5070

\(\alpha _{6}\)

0.7034

0.7034

-0.4158

2.3020

\(\alpha _{7}\)

0.5457

0.5457

-0.0391

2.0600

\(\gamma\)

0.3015

0.3015

-0.5464

0.6282

\(\psi\)

0.8522

0.8522

-3.4690

-0.0715

\(\vartheta\)

0.0763

0.0763

-0.2946

0.0040

\(\xi\)

0.2487

0.2487

-2.6140

-1.6530

54(10)

\(\alpha _{1}\)

0.4482

0.3309

-0.2180

1.0450

\(\alpha _{2}\)

-0.1806

0.2985

-0.7503

0.3909

\(\alpha _{3}\)

0.0118

0.3006

-0.5744

0.5926

\(\alpha _{4}\)

0.1175

0.2906

-0.4452

0.6903

\(\alpha _{5}\)

0.4809

0.3315

-0.1621

1.1480

\(\alpha _{6}\)

0.0819

0.1293

-0.1749

0.3317

\(\alpha _{7}\)

0.9209

0.1375

0.6562

1.1900

\(\gamma\)

-0.0814

0.1127

-0.2949

0.1383

\(\psi\)

-0.6282

0.2572

-1.1400

-0.1231

\(\vartheta\)

-0.2123

0.0614

-0.3351

-0.0954

\(\xi\)

-0.9536

0.1007

-1.1520

-0.7671

180(20 &6)

\(\alpha _{1}\)

0.8981

0.5843

-0.1935

2.0410

\(\alpha _{2}\)

-0.1049

0.6234

-1.3520

1.0780

\(\alpha _{3}\)

-0.4832

0.5375

-1.5330

0.5700

\(\alpha _{4}\)

-0.4959

0.5042

-1.4250

0.4862

\(\alpha _{5}\)

-0.0917

0.5033

-1.0750

0.8553

\(\alpha _{6}\)

-0.0368

0.3831

-0.7801

0.7299

\(\alpha _{7}\)

1.0100

0.3290

0.4111

1.6750

\(\gamma\)

-0.2809

0.1697

-0.6027

0.0597

\(\psi\)

-1.3460

0.3874

-2.0940

-0.6185

\(\vartheta\)

-0.1198

0.0926

-0.3091

0.0491

\(\xi\)

-0.6537

0.1535

-0.9614

-0.3621