Skip to main content

Table 1 Regression RMSE of different methods

From: Random bits regression: a strong general predictor for big data

RMSE

Sample

Feature

Linear

KNN

NN

SVM

ELM

GBM

RF

RBR

3D Road Network

434874

2

18.370

6.441

15.548

12.530

16.953

14.819

3.855

2.061

Bike_sharing

17389

16

141.865

104.576

65.994

114.155

94.564

96.765

49.366

40.54

buzz_in_social_media_tomhardware*

28179

97

1.446

0.758

0.373

1.489

1.581

0.311

0.310

0.313

buzz_in_social_media_twitter*

583250

78

1.333

0.516

0.505

-

1.034

0.484

0.471

0.472

computer_hardware

209

7

69.622

63.125

134.912

119.394

159.233

93.214

61.212

50.001

concrete_compressive_strength

1030

9

10.530

8.280

6.355

6.519

13.176

5.823

5.096

3.650

forest_fire*

517

13

1.503

1.399

2.095

1.499

1.401

1.399

1.454

1.390

Housing

506

12

4.884

4.099

4.943

3.752

7.922

3.749

3.097

2.770

istanbul_stock_exchange

536

8

0.012

0.013

0.039

0.013

0.016

0.012

0.013

0.012

parkinsons_telemonitoring

5875

26

9.741

6.097

6.690

7.160

10.354

6.889

3.909

3.954

Physicochemical_properties_of _protein_tertiary_structure

45730

9

5.185

3.790

6.118

6.254

6.118

5.047

3.454

3.407

wine_quality

6497

11

0.736

0.696

0.730

0.676

0.921

0.701

0.585

0.592

yacht_hydrodynamics

308

6

9.134

6.430

1.178

6.542

1.964

1.160

3.833

0.782

year_prediction_MSD

515345

90

9.550

9.216

10.931

-

11.468

9.626

9.242

9.144

  1. The * means the dependent variable of the corresponding data was transformed by log function to be more asymptotically normal
  2. The bold means the first place result of all methods compared