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Table 1 The classification performance of OAA and ECOC classifiers

From: Multiclass classification of microarray data samples with a reduced number of genes

      

p-valuesa

 

Dataset

M

n

Error-ECOC(F)

Error-OAA(G)

F ≠ G

F < G

MW

200 Montecarlo 4:1 train-test partitions at η = 5

Lymphoma

3

NA

NA

0

NA

NA

-

SRCBT

4

9

0

0

0.00437

0.00219

0.99682

Brain

5

9

0.1250

0.1250

0.98741

-

-

NCI60

8

9

0.3077

0.2308

0.02222

0.01111

0.99682

Staunton

9

12

0.4615

0.4615

0.71123

-

-

GCM RM

11

11

0

0

0.39273

-

-

Su

11

13

0.0857

0.0857

0.92282

-

-

GCM

14

12

0.3625

0.2863

9.99e-16

4.76e-16

1

200 Montecarlo 4:1 train-test partitions at η = 10

Lymphoma

3

11

0

0

0.98741

-

-

SRCBT

4

9

0

0

0.00307

0.00153

0.99999

Brain

5

15

0.1250

0.1250

0.99970

-

-

NCI60

8

14

0.3077

0.2308

0.00213

0.00106

0.99996

Staunton

9

19

0.4615

0.4615

0.79201

-

-

GCM RM

11

12

0

0

0.79201

-

-

Su

11

17

0.0857

0.0857

0.32750

-

-

GCM

14

12

0.3624

0.2863

9.99e-16

4.76e-16

1

200 Montecarlo 4:1 train-test partitions at η = 15

Lymphoma

3

11

0

0

0.98741

-

-

SRCBT

4

9

0

0

0.00307

0.00153

0.99999

Brain

5

18

0.125

0.125

0.99999

-

-

NCI60

8

16

0.3077

0.2308

0.00045

0.00022

0.99999

Staunton

9

19

0.4615

0.4615

0.62717

-

-

GCM RM

11

12

0

0

0.96394

-

-

Su

11

17

0.0857

0.0857

0.46532

-

-

GCM

14

12

0.3666

0.2863

< 2.2e-16

< 2.2e-16

1

  1. The classification performance of ECOC classifiers of size at most ⌈η·log2M⌉ and OAA classifiers under bounded optimum S 2N gene selection over 200 runs of Montecarlo 4:1 train-test partitions. M and n respectively denote the median number of binary classifiers at ECOC and OAA classifiers. Error-ECOC and Error-OAA respectively denote the median classification errors attained by ECOC and OAA classifiers. Error-ECOC and Error-OAA are denoted as F and G for purposes of KS tests, respectively.
  2. a p-values of two-sided KS tests, one-sided KS tests and one-sided MW tests. The alternative hypothesis of two-sided KS tests is "the error of ECOC classifiers is different from that of OAA classifiers", i.e., the relationship between CDFs is F ≠ G. The alternative hypothesis for one sided KS tests is "the error of ECOC classifiers is greater than that OAA classifiers", i.e., the relationship between CDFs is F <G. The alternative hypothesis of one sided MW tests is "the error of ECOC classifiers is less than that of OAA classifiers".