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Table 3 The error between simulated coverage probability and nominal coverage probability for the 95% two-sided and 97.5% one-sided when N = 10, 20, and 30

From: The appropriateness of Bland-Altman’s approximate confidence intervals for limits of agreement

  

Exact approach

Chakraborti and Li [24]

Bland and Altman [2]

N

p

Upper

Lower

Two-sided

Upper

Lower

Two-sided

Upper

Lower

Two-sided

97.5% CI

97.5% CI

95% CI

97.5% CI

97.5% CI

95% CI

97.5% CI

97.5% CI

95% CI

10

0.025

0.0017

0.0010

0.0027

− 0.0350

0.0247

− 0.0103

−0.0464

0.0247

−0.0217

0.05

0.0012

0.0008

0.0020

−0.0328

0.0246

−0.0082

−0.0440

0.0246

−0.0194

0.10

−0.0001

0.0016

0.0015

−0.0308

0.0239

−0.0069

−0.0405

0.0239

−0.0166

0.20

0.0014

−0.0012

0.0002

−0.0231

0.0200

−0.0031

−0.0275

0.0203

−0.0072

0.80

−0.0002

−0.0009

− 0.0011

0.0192

− 0.0234

−0.0042

0.0195

−0.0288

− 0.0093

0.90

0.0018

−0.0005

0.0013

0.0231

−0.0282

−0.0051

0.0231

−0.0384

− 0.0153

0.95

0.0009

0.0011

0.0020

0.0245

−0.0341

−0.0096

0.0245

−0.0481

− 0.0236

0.975

−0.0015

0.0023

0.0008

0.0246

−0.0335

−0.0089

0.0246

−0.0487

− 0.0241

20

0.025

0.0031

−0.0007

0.0024

−0.0221

0.0215

−0.0006

−0.0296

0.0216

−0.0080

0.05

0.0027

−0.0006

0.0021

−0.0213

0.0207

−0.0006

−0.0276

0.0213

−0.0063

0.10

−0.0016

−0.0013

− 0.0029

−0.0237

0.0192

−0.0045

− 0.0294

0.0198

− 0.0096

0.20

−0.0008

−0.0004

− 0.0012

−0.0166

0.0153

−0.0013

− 0.0208

0.0157

− 0.0051

0.80

0.0007

0.0016

0.0023

0.0168

−0.0161

0.0007

0.0177

−0.0206

−0.0029

0.90

0.0020

−0.0002

0.0018

0.0188

−0.0245

−0.0057

0.0189

−0.0300

− 0.0111

0.95

0.0016

0.0003

0.0019

0.0222

−0.0256

−0.0034

0.0223

−0.0324

− 0.0101

0.975

−0.0021

−0.0013

− 0.0034

0.0216

− 0.0287

−0.0071

0.0220

−0.0372

− 0.0152

30

0.025

0.0023

−0.0019

0.0004

−0.0215

0.0179

−0.0036

−0.0254

0.0183

−0.0071

0.05

0.0024

−0.0025

−0.0001

− 0.0200

0.0162

− 0.0038

−0.0245

0.0172

−0.0073

0.10

−0.0011

0.0014

0.0003

−0.0206

0.0164

−0.0042

−0.0256

0.0170

−0.0086

0.20

0.0018

−0.0017

0.0001

−0.0131

0.0131

0.0000

−0.0161

0.0136

−0.0025

0.80

0.0016

0.0001

0.0017

0.0142

−0.0156

−0.0014

0.0150

−0.0196

− 0.0046

0.90

0.0018

−0.0003

0.0015

0.0166

−0.0205

−0.0039

0.0170

−0.0256

− 0.0086

0.95

0.0006

0.0014

0.0020

0.0198

−0.0181

0.0017

0.0201

−0.0230

−0.0029

0.975

−0.0017

0.0004

−0.0013

0.0194

−0.0214

−0.0020

0.0199

−0.0265

− 0.0066