Dim

算法JG

算法PRP

CI/CT

GN

Cputimes/s

CI/CT

GN

Cputimes/s

1

3000

121/122

9.984983e−06

1.218683

129/130

9.969876e−06

1.062489

5000

102/103

9.951562e−06

1.406245

109/110

9.912214e−06

1.421314

10000

80/81

9.993524e−06

2.453154

86/87

9.942864e−06

2.281245

2

3000

53/203

9.445482e−06

1.201245

58/220

9.947542e−06

1.123458

5000

25/101

9.413541e−06

0.826587

24/97

9.752145e−06

0.907852

10000

100/463

9.551023e−06

7.859952

105/479

9.810142e−06

6.513145

3

3000

43/86

8.560854e−06

0.686589

48/95

8.646852e−06

0.671754

5000

42/84

8.282587e−06

1.000121

46/91

9.738878e−06

1.048721

10000

40/80

9.126475e−06

1.842445

44/87

9.983354e−06

1.877724

4

3000

299/658

3.719134e−02

5.705445

299/584

3.218877e−02

4.793553

5000

299/721

6.924588e−01

9.172574

299/584

2.866659e−02

7.671957

10000

299/760

5.063289e−01

17.592875

299/637

2.730917e−02

15.250000

5

3000

5/6

1.009850e−08

0.046765

11/12

1.012350e−08

0.078226

5000

5/6

6.263368e−09

0.093875

11/12

8.539635e−09

0.156789

10000

5/6

3.618125e−09

0.156364

11/12

7.621875e−09

0.359330

6

3000

95/190

9.498546e−06

1.140075

104/208

9.243558e−06

1.250000

5000

97/194

9.049356e−06

2.078486

106/212

9.130544e−06

1.936852

10000

99/198

9.441758e−06

3.703354

108/216

9.878274e−06

3.843549

7

3000

1/2

0.000000e+00

0.031250

1/2

0.000000e+00

0.000000

5000

1/2

0.000000e+00

0.000000

1/2

0.000000e+00

0.031250

10000

1/2

0.000000e+00

0.031250

1/2

0.000000e+00

0.031250

8

3000

35/71

9.252585e−06

0.564574

40/80

9.908979e−06

0.593585

5000

34/69

8.639254e−06

0.859358

39/78

9.198357e−06

0.938896

10000

32/65

9.299685e−06

1.671241

37/74

9.416458e−06

1.822575

9

3000

0/1

0.000000e+00

0.000000

0/1

0.000000e+00

0.031250

5000

0/1

0.000000e+00

0.015625

0/1

0.000000e+00

0.000000

10000

0/1

0.000000e+00

0.000000

0/1

0.000000e+00

0.031250