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Table 1 n = 20, \(1 - \alpha = 0.95\)

From: Statistical analysis of dependent competing risks model from Gompertz distribution under progressively hybrid censoring

m

θ 0

θ 0

θ 1

θ 2

λ

MSEs

ACI

MSEs

ACI

MSEs

ACI

MSEs

ACI

RABias

Boot-P

RABias

Boot-P

RABias

Boot-P

RABias

Boot-P

4

0

0.221

0.963

0.8171

0.900

0.7271

0.912

0.2516

0.904

 

0.908

0.7144

0.869

0.837

0.836

0.7974

0.902

0.3

0.1299

0.958

0.7194

0.914

0.6848

0.857

0.2402

0.980

0.7855

0.934

0.6744

0.877

0.7961

0.852

0.7832

0.934

0.8

0.4077

0.969

0.626

0.929

0.6395

0.940

0.2315

0.965

0.7278

0.886

0.6189

0.907

0.7621

0.917

0.7672

0.978

1.2

0.9094

0.974

0.6771

0.927

0.629

0.931

0.2245

0.963

0.7431

0.896

0.5798

0.912

0.7307

0.923

0.7516

0.986

1.6

1.7076

0.961

0.7727

0.918

0.639

0.915

0.2184

0.947

0.7724

0.866

0.5649

0.905

0.7023

0.891

0.7409

0.991

8

0

0.1081

0.925

0.4369

0.899

0.5514

0.903

0.217

0.941

 

0.898

0.5018

0.879

0.704

0.853

0.7241

0.897

0.3

0.1057

0.957

0.3504

0.915

0.4752

0.947

0.215

0.949

0.7145

0.925

0.4321

0.891

0.6533

0.869

0.7125

0.924

0.8

0.2489

0.952

0.3168

0.957

0.4051

0.974

0.2038

0.987

0.5349

0.967

0.3832

0.934

0.5686

0.967

0.6984

0.954

1.2

0.5723

0.917

0.3634

0.905

0.365

0.943

0.1952

0.942

0.563

0.968

0.3784

0.951

0.5278

0.977

0.6822

0.952

1.6

1.1113

0.906

0.5161

0.899

0.3765

0.902

0.1962

0.937

0.6053

0.879

0.4238

0.893

0.5122

0.904

0.6882

0.936