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Table 1 Modified Sharp RDD simulated estimates

From: Modified sharp regression discontinuity model to settings with fuzzy variables

n=30

\(\eta _{1}\)

\(\eta _{2}\)

\(\eta _{3}\)

\(\eta _{1}\)

\(\eta _{5}\)

\(\eta _{6}\)

\(\eta _{7}\)

\(\eta _{8}\)

\(\eta _{9}\)

\(\eta _{10}\)

\(\nu \)

10.3571

10.13699

10.3151

10.07119

10.14692

9.941882

10.01227

10.03112

10.0799

10.10933

\(\beta \)

0.423301

0.304745

0.163721

0.962319

0.780591

0.799358

0.524637

0.625527

0.187328

0.162328

\(\gamma \)

0.70757

0.340816

0.675583

0.212815

0.313959

0.065886

0.092844

0.075818

0.408715

0.561309

n=50

\(\nu \)

9.911002

9.872703

10.0042

10.09243

9.991801

9.778196

10.15413

10.08228

9.798289

10.14695

\(\beta \)

0.5321

0.40882

0.512039

0.556041

0.611638

0.326308

0.659823

0.747967

0.330914

0.514188

\(\gamma \)

0.3429

0.495762

0.239283

0.426391

0.241694

0.567491

0.075116

0.19708

0.243548

0.350965

n=100

\(\nu \)

10.12069

10.12225

9.866842

10.05424

10.14138

9.993583

10.0032

10.07817

10.07679

10.02832

\(\beta \)

0.587732

0.477938

0.521734

0.479083

0.423869

0.473041

0.645547

0.562808

0.252517

0.276327

\(\gamma \)

0.105155

0.333136

0.435564

0.30781

0.438764

0.283902

0.315257

0.189087

0.589927

0.409722

n=200

\(\nu \)

9.944599

10.08645

9.995438

9.977704

10.03218

10.0959

10.03705

9.924101

9.996316

10.10225

\(\beta \)

0.434522

0.47874

0.373126

0.639747

0.41859

0.582031

0.470742

0.575179

0.552785

0.536087

\(\gamma \)

0.372102

0.227076

0.40868

0.063141

0.379626

0.285347

0.353391

0.19462

0.237633

0.17415