$ java -jar boubakermathus.jar VDC -help ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Usage: java -jar boubakermathus.jar VDC [options] If there are no options, the program is launched with the default parameters The eventual options are: -help: help on-line -dm: launches the default matrix (you can not change -nbCities, -maxCost and -probaLink) -nbCities: integer>1 representing the number of cities -maxCost: integer >=1 representing the maximum distance between 2 cities -nbIter: integer >=1 representing the number of cycles reproduction-mutation-selection -nbIndividual: integer >=1 representing the population' s size -probaLink: 0<=double<1 representing the probability 2 cities are linked -reproduction: 0<=double<1 representing the reproduction' s percentage -mutation: 0<=double<1 representing the mutation' s percentage ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
$ java -jar boubakermathus.jar VDC
The program is launched with the default parameters.
PARAMETERS:
-nbIter: 100
-nbIndividual: 100
-reproduction: 0.6
-mutation: 0.4
-nbCities: 10
-maxCost: 9
-probaLink: 0.5
***********
* RESULTS *
***********
Average score : -30.04
2-5-7-0-9-3-4-8-1-6 : 28
MATRIX OF CITIES:
0 1 2 3 4 5 6 7 8 9
0 2 90 4 90 90 90 90 5 4 2
1 90 2 90 90 8 90 2 2 90 6
2 90 90 90 90 90 2 3 90 6 7
3 2 90 90 6 0 90 90 90 6 90
4 90 3 4 90 90 90 90 2 3 90
5 6 90 6 90 6 90 4 1 4 8
6 90 9 90 90 2 6 90 90 90 90
7 7 5 90 90 5 4 3 5 9 90
8 4 3 90 90 4 9 8 90 90 90
9 90 90 90 8 7 90 6 90 2 0
$ java -jar boubakermathus.jar VDC -nbCities 2 -reproduction 0.1
PARAMETERS:
-nbIter: 100
-nbIndividual: 100
-reproduction: 0.1
-mutation: 0.4
-nbCities: 2
-maxCost: 9
-probaLink: 0.5
***********
* RESULTS *
***********
Average score : -11.02
0-1 : 9
MATRIX OF CITIES:
0 1
0 18 9
1 18 18
$ java -jar boubakermathus.jar VDC -dm
The program launched the default matrix with the default parameters.
PARAMETERS:
-nbIter: 100
-nbIndividual: 100
-reproduction: 0.6
-mutation: 0.4
***********
* RESULTS *
***********
Average score : -31.09
1-9-4-2-5-0-3-7-8-6 : 30
MATRIX OF CITIES:
0 1 2 3 4 5 6 7 8 9
0 100 100 3 4 7 100 100 100 100 100
1 100 100 1 100 5 100 1 100 100 4
2 4 6 100 100 100 6 0 9 6 100
3 6 9 1 100 1 9 100 7 100 100
4 6 100 1 100 100 7 7 100 100 100
5 1 100 4 1 100 100 5 100 100 4
6 100 9 2 100 100 100 100 100 100 100
7 100 10 100 4 8 100 100 100 1 9
8 10 100 100 100 9 100 3 100 100 100
9 100 100 100 100 3 8 10 10 100 100
$ java -jar boubakermathus.jar SAD -help ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~ Usage: java -jar boubakermathus.jar SAD [options] If there are no options, the program is launched with the default parameters The eventual options are: -help: help on-line -nbIter: integer >=1 representing the number of cycles reproduction-mutation-selection -nbIndividual: integer >=1 representing the population' s size -reproduction: 0<=double<1 representing the reproduction' s percentage -mutation: 0<=double<1 representing the mutation' s percentage ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~
$ java -jar boubakermathus.jar SAD The program is launched with the default parameters. PARAMETERS: -nbIter: 100 -nbIndividual: 100 -reproduction: 0.6 -mutation: 0.4 Please, enter the P' s elements (integers) separated by a space, and validate by the key Enter: 2 3 6 5 45 6 32 58 75 45 63 Please, enter the backpack's volume (integer) (sum of the P's elements entered:340) and validate by the key Enter: 156 Here are the Q' s elements: 45 58 45 2 6 -> 156
$ java -jar boubakermathus.jar SAD -nbIter 25 -reproduction 0.6 PARAMETERS: -nbIter: 25 -nbIndividual: 100 -reproduction: 0.6 -mutation: 0.4 Please, enter the P' s elements (integers) separated by a space, and validate by the key Enter: 2 3 5 6 2 4 Please, enter the backpack's volume (integer) (sum of the P's elements entered:22) and validate by the key Enter: 22 Warning: the sum of the P's elements is lower than the backPack' s volume or equal to it! Here are the Q' s elements (Q contains the P' s elements): 2 3 5 6 2 4 -> 22
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