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2020
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Article
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Tab 14
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Research Article
Degree-Constrained
-
Minimum Spanning Tree Problem
Table 14
Numerical results obtained with Q-learning algorithm for the random and Euclidean instances of Table
8
using
d
= 2.
#
Best
Time (s)
Time (s)
#Iter
Input graphs with random uniform costs
1
132.92
34.03
2455.40
147.03
116.82
72924
10.61
2
321.64
309.74
5203.22
347.51
101.90
63021
8.04
3
820.70
520.03
10356.83
897.52
160.04
99831
9.36
4
1623.85
1301.40
15547.51
1990.10
441.38
263922
22.55
5
123.02
2003.07
2173.05
137.42
155.63
64597
11.70
6
265.68
3073.49
5346.13
307.22
442.60
183130
15.63
7
598.20
2448.10
10535.56
691.97
286.76
115717
15.67
8
1818.03
7200
20088.17
2287.40
305.80
126631
25.81
Input graphs with Euclidean distance costs
1
534.97
3600
6193.93
426.46
170.69
119614
−20.28
2
1133.49
3600
11619.78
909.03
82.05
57482
−19.80
3
1417.20
3600
18065.40
1441.78
275.34
192437
1.73
4
2991.96
3600
33966.22
2800.73
130.98
91758
−6.39