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Table 6 Maximum Random variate when \(\alpha =0.5\), \(\beta =0.5\) and \(n\)= 15

From: Uncertainty-driven generation of neutrosophic random variates from the Weibull distribution

\({U}_{N}\)

\({I}_{N}\)

0

0.1

0.2

0.3

0.4

0.0773

1.7152

1.0576

0.7352

0.5467

0.4249

0.8613

10.6475

2.6529

1.5198

1.0280

0.7544

0.3816

3.8565

1.8320

1.1566

0.8165

0.6141

0.4204

4.1475

1.9059

1.1926

0.8383

0.6288

0.0935

1.8491

1.1207

0.7728

0.5719

0.4430

0.9264

13.9491

2.7573

1.5605

1.0506

0.7690

0.5284

5.0528

2.1009

1.2843

0.8930

0.6656

0.6094

5.8724

2.2400

1.3469

0.9296

0.6899

0.7484

7.8265

2.4705

1.4457

0.9863

0.7273

0.9964

34.7769

2.8692

1.6031

1.0739

0.7840

0.4339

4.2520

1.9310

1.2046

0.8456

0.6337

0.5091

4.8776

2.0669

1.2686

0.8837

0.6594

0.6839

6.8018

2.3645

1.4010

0.9608

0.7106

0.7206

7.3523

2.4250

1.4266

0.9755

0.7202

0.6002

5.7713

2.2245

1.3400

0.9256

0.6873

\({U}_{N}\)

\({I}_{N}\)

0.5

0.6

0.7

0.8

0.9

0.0773

0.3409

0.2801

0.2347

0.1996

0.1720

0.8613

0.5821

0.4651

0.3813

0.3189

0.2710

0.3816

0.4815

0.3891

0.3217

0.2709

0.2315

0.4204

0.4922

0.3973

0.3282

0.2761

0.2358

0.0935

0.3546

0.2910

0.2434

0.2068

0.1780

0.9264

0.5924

0.4728

0.3873

0.3237

0.2750

0.5284

0.5188

0.4175

0.3441

0.2890

0.2464

0.6094

0.5363

0.4307

0.3544

0.2973

0.2533

0.7484

0.5629

0.4507

0.3701

0.3099

0.2637

0.9964

0.6030

0.4806

0.3934

0.3286

0.2790

0.4339

0.4958

0.4000

0.3303

0.2778

0.2372

0.5091

0.5144

0.4141

0.3414

0.2868

0.2446

0.6839

0.5510

0.4418

0.3631

0.3043

0.2591

0.7206

0.5579

0.4469

0.3671

0.3075

0.2617

0.6002

0.5344

0.4293

0.3533

0.2964

0.2526