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Table 4 Expected true error of different classification rules for the mammalian cell-cycle network. The constructed priors are considered using two precision factors: optimal precision factor (left) and estimated precision factor (right), with c=0.5, and c=0.6, where the minimum achievable error (Bayes error) is denoted by E r r Bayes

From: Incorporating biological prior knowledge for Bayesian learning via maximal knowledge-driven information priors

(a) c=0.5, optimal precision factor, E r r Bayes =0.2648

(b) c=0.5, estimated precision factor, E r r Bayes =0.2648

Method/ n

30

60

90

120

150

Method/ n

30

60

90

120

150

Hist

0.3710

0.3423

0.3255

0.3155

0.3081

Hist

0.3710

0.3423

0.3255

0.3155

0.3081

CART

0.3326

0.3195

0.3057

0.3031

0.2975

CART

0.3326

0.3195

0.3057

0.3031

0.2975

RF

0.3359

0.3160

0.3015

0.2991

0.2933

RF

0.3359

0.3160

0.3015

0.2991

0.2933

SVM

0.3359

0.3112

0.2977

0.2959

0.2940

SVM

0.3359

0.3112

0.2977

0.2959

0.2940

Jeffreys’

0.3710

0.3423

0.3255

0.3155

0.3081

Jeffreys’

0.3710

0.3423

0.3255

0.3155

0.3081

RMEP

0.3236

0.3070

0.3010

0.2946

0.2910

RMEP

0.3315

0.3059

0.2985

0.2963

0.2930

RMDIP

0.3236

0.3070

0.3010

0.2946

0.2910

RMDIP

0.3314

0.3060

0.2986

0.2965

0.2931

REMLP

0.3425

0.3264

0.3146

0.3067

0.3011

REMLP

0.3488

0.3352

0.3202

0.3101

0.3048

MKDIP-E

0.3221

0.3070

0.3010

0.2949

0.2910

MKDIP-E

0.3313

0.3056

0.2982

0.2962

0.2929

MKDIP-D

0.3232

0.3070

0.3010

0.2952

0.2910

MKDIP-D

0.3315

0.3061

0.2986

0.2965

0.2931

MKDIP-R

0.3149

0.3028

0.2985

0.2943

0.2907

MKDIP-R

0.3205

0.3041

0.2969

0.2947

0.2919

(c) c=0.6, optimal precision factor, E r r Bayes =0.31

(d) c=0.6, estimated precision factor, E r r Bayes =0.31

Method/ n

30

60

90

120

150

Method/ n

30

60

90

120

150

Hist

0.3622

0.3608

0.3624

0.3641

0.3652

Hist

0.3622

0.3608

0.3624

0.3641

0.3652

CART

0.3554

0.3556

0.3507

0.3510

0.3447

CART

0.3554

0.3556

0.3507

0.3510

0.3447

RF

0.3524

0.3514

0.3467

0.3476

0.3420

RF

0.3524

0.3514

0.3467

0.3476

0.3420

SVM

0.3735

0.3684

0.3615

0.3602

0.3544

SVM

0.3735

0.3684

0.3615

0.3602

0.3544

Jeffreys’

0.3620

0.3559

0.3519

0.3502

0.3472

Jeffreys’

0.3620

0.3559

0.3519

0.3502

0.3472

RMEP

0.3415

0.3385

0.3394

0.3390

0.3386

RMEP

0.3528

0.3415

0.3407

0.3388

0.3378

RMDIP

0.3415

0.3383

0.3394

0.3390

0.3386

RMDIP

0.3529

0.3415

0.3408

0.3388

0.3378

REMLP

0.3666

0.3625

0.3587

0.3558

0.3530

REMLP

0.3700

0.3650

0.3603

0.3578

0.3546

MKDIP-E

0.3415

0.3384

0.3394

0.3390

0.3386

MKDIP-E

0.3525

0.3413

0.3405

0.3387

0.3377

MKDIP-D

0.3415

0.3386

0.3394

0.3390

0.3386

MKDIP-D

0.3532

0.3418

0.3409

0.3389

0.3379

MKDIP-R

0.3437

0.3409

0.3404

0.3401

0.3389

MKDIP-R

0.3486

0.3416

0.3416

0.3402

0.3387

  1. The lowest error for each sample size is written in bold