Table 6 Comparison results of number scheduling scenario 1.

From: Distributed communication interference resource scheduling using the master-slave parallel scheduling genetic algorithm

Operational mode

Comparative indicator

MSPSGA

AGPSA

GPSA

GA

SAA

NSGAIII

Model 1

Optimal number

12

4

3

5

4

6

Total time (s)

26.71

37.04

37.88

39.84

20.43

27.15

Fitness value

3.86

1.87

1.90

1.89

2.11

1.58

Average power (W)

2.17

13

14.66

7.6

15.0

7.0

Max. power (W)

4.53

16

20

12

20.0

12.0

Operational time (h)

20.87

11.4

9.5

14.25

9.5

14.25

Model 2

Optimal number

3

3

4

4

4

5

Total time (s)

16.92

37.49

38.39

38.88

17.06

26.55

Fitness value

14.56

14.28

11.58

12.07

10.68

9.72

Average power (W)

3.3

16.0

6.0

16.0

9.5

12.0

Max. power (W)

4.0

20.0

16.0

16.0

16.0

16.0

Operational time (h)

28.5

9.5

11.4

11.4

11.4

11.4

Model 3

Optimal number

3

5

4

4

4

4

Total time (s)

16.99

39.9

37.97

38.78

16.53

24.75

Fitness value

17.12

11.39

13.51

13.29

12.93

12.65

Average power (W)

2.0

7.6

17.0

11.36

13.5

17.0

Max. power (W)

2.0

12.0

20.0

12.93

20.0

20.0

Operational time (h)

38

14.25

9.5

13.46

9.5

9.5