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Table 5 Experimentally calculated \(C_v\), \(C_n\), and \(C_s\) costs of two-phase sampling methods in BA graphs

From: Cost-based analyses of random neighbor and derived sampling methods

Phase 1 Method

Phase 1

Phase 2 (RV)

Total costs

\({C_v}\)

\({C_n}\)

\({C_s}\)

\({C_v}\)

\({C_s}\)

\({C_v}\)

\({C_n}\)

\({C_v+C_n}\)

\({C_s}\)

\(\rho =.7\)

RV

4822

0

2796

156

47

4978

0

4978

2844

RN

1057

1057

794

4060

2006

5117

1057

6173

2800

\(RV\!N\)

854

854

1307

3342

1493

4197

854

5051

2800

RkN\(k=1\) (RN)

1057

1057

794

4060

2006

5117

1057

6173

2800

RkN\(k=2\)

532

1065

798

4058

2002

4590

1065

5655

2800

RkN\(k=3\)

356

1068

800

4049

2000

4405

1068

5474

2800

RkN\(k=6\)

262

1123

851

3982

1949

4243

1123

5367

2800

RkN\(k=7\)

251

1130

856

3976

1944

4227

1130

5357

2800

RkN\(k=8\)

243

1133

863

3973

1937

4216

1133

5350

2800

RkN\(k=\infty\)

202

1210

930

3883

1870

4085

1210

5295

2800

\(RV\!kN\)\(k=1\) (\(RV\!N\))

854

854

1307

3342

1493

4197

854

5051

2800

\(RV\!kN\)\(k=2\)

472

943

1087

3664

1713

4135

943

5078

2800

\(RV\!kN\)\(k=3\)

328

984

1007

3776

1794

4104

984

5087

2800

\(RV\!kN\)\(k=6\)

247

1057

1001

3789

1800

4036

1057

5092

2800

\(RV\!kN\)\(k=7\)

235

1060

997

3791

1803

4026

1060

5085

2800

\(RV\!kN\)\(k=8\)

231

1075

1005

3785

1796

4016

1075

5091

2800

\(RV\!kN\)\(k=\infty\)

193

1160

1044

3727

1757

3920

1160

5080

2800

\(\rho =.8\)

RV

6399

0

3184

253

53

6651

0

6651

3237

RN

1488

1488

1031

5393

2169

6881

1488

8369

3200

\(RV\!N\)

1174

1174

1657

4435

1543

5609

1174

6783

3200

RkN\(k=1\) (RN)

1488

1488

1031

5393

2169

6881

1488

8369

3200

RkN\(k=2\)

740

1480

1028

5401

2172

6141

1480

7620

3200

RkN\(k=3\)

495

1486

1030

5393

2170

5888

1486

7373

3200

RkN\(k=6\)

364

1561

1095

5304

2105

5667

1561

7228

3200

RkN\(k=7\)

347

1564

1103

5306

2097

5654

1564

7217

3200

RkN\(k=8\)

340

1588

1122

5266

2078

5607

1588

7195

3200

RkN\(k=\infty\)

284

1687

1202

5146

1999

5430

1687

7117

3200

\(RV\!kN\)\(k=1\) (\(RV\!N\))

854

854

1307

3342

1493

4197

854

5051

2800

\(RV\!kN\)\(k=2\)

472

943

1087

3664

1713

4135

943

5078

2800

\(RV\!kN\)\(k=3\)

328

984

1007

3776

1794

4104

984

5087

2800

\(RV\!kN\)\(k=6\)

247

1057

1001

3789

1800

4036

1057

5092

2800

\(RV\!kN\)\(k=7\)

235

1060

997

3791

1803

4026

1060

5085

2800

\(RV\!kN\)\(k=8\)

231

1075

1005

3785

1796

4016

1075

5091

2800

\(RV\!kN\)\(k=\infty\)

193

1160

1044

3727

1757

3920

1160

5080

2800

\(\rho =.9\)

RV

120

0

3583

398

43

9518

0

9518

3626

RN

247

2247

1381

7681

2219

9928

2247

12175

3600

\(RV\!N\)

740

1740

2157

6256

1443

7996

1740

9737

3600

RkN\(k=1\) (RN)

2247

2247

1381

7681

2219

9928

2247

12175

3600

RkN\(k=2\)

1111

2221

1371

7702

2229

8813

2221

11035

3600

RkN\(k=3\)

740

2219

1369

7696

2231

8435

2219

10654

3600

RkN\(k=6\)

541

2316

1454

7555

2146

8095

2316

10411

3600

RkN\(k=7\)

526

2363

1484

7526

2116

8051

2363

10415

3600

RkN\(k=8\)

507

2370

1495

7505

2105

8013

2370

10383

3600

RkN\(k=\infty\)

423

2533

1612

7302

1988

7725

2533

10258

3600

\(RV\!kN\)\(k=1\) (\(RV\!N\))

1740

1740

2157

6256

1443

7996

1740

9737

3600

\(RV\!kN\)\(k=2\)

977

1954

1848

6895

1752

7872

1954

9826

3600

\(RV\!kN\)\(k=3\)

676

2029

1709

7140

1891

7817

2029

9845

3600

\(RV\!kN\)\(k=6\)

511

2191

1712

7141

1888

7652

2191

9843

3600

\(RV\!kN\)\(k=7\)

491

2213

1717

7146

1883

7638

2213

9851

3600

\(RV\!kN\)\(k=8\)

481

2250

1731

7103

1869

7584

2250

9834

3600

\(RV\!kN\)\(k=\infty\)

401

2414

1796

6994

1804

7395

2414

9809

3600