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Theory and Modern Applications

Table 5 Irregular data from Ibraheem et al. [18]

From: Construction of new cubic Bézier-like triangular patches with application in scattered data interpolation

x

y

z

0

0

0.4486

0

0.125

0.3616

0

0.250

0.4692

0

0.375

0.6827

0

0.500

0.7860

0

0.625

0.8360

0

0.750

0.8765

0

0.875

0.9125

0

1

0.9447

0.125

0

0.3369

0.125

0.125

0.0001

0.125

0.375

0.6256

0.125

0.625

0.8621

0.125

0.875

0.9334

0.125

1

0.9634

0.250

0

0.4529

0.250

0.125

0.1767

0.250

0.250

0.3217

0.250

0.375

0.7005

0.250

0.500

0.8555

0.250

0.625

0.9327

0.250

0.750

0.9775

0.250

0.875

0.9686

0.250

1

0.9926

0.375

0

0.6960

0.375

0.375

0.8363

0.375

0.625

1.2176

0.375

0.875

1.028

0.375

1

1.0284

0.500

0

0.8329

0.500

0.125

0.8315

0.500

0.250

0.821

0.500

0.375

0.8498

0.500

0.500

0.925

0.500

0.625

1.0925

0.500

0.750

1.1688

0.500

0.875

1.0568

0.500

1

1.0662

0.625

0

0.9049

0.625

0.125

0.8376

0.625

0.375

0.7163

0.625

0.500

0.8608

0.625

0.750

1.0671

0.625

0.875

1.0883

0.625

1

1.1023

0.750

0

0.9639

0.750

0.125

0.8326

0.750

0.250

0.6283

0.750

0.375

0.5976

0.750

0.500

0.8075

0.750

0.625

1.0136

0.750

0.750

1.0989

0.750

0.875

1.1231

0.750

1

1.134

0.875

0

1.0355

0.875

0.125

0.922

0.875

0.250

0.7477

0.875

0.375

0.7193

0.875

0.500

0.893

0.875

0.625

1.0638

0.875

0.750

1.1335

0.875

0.875

1.152

0.875

1

1.1597

1

0

1.1074

1

0.125

1.0598

1

0.250

0.9848

1

0.375

0.9745

1

0.500

1.054

1

0.625

1.1319

1

0.750

1.1646

1

0.875

1.1744

1

1

1.1791