800, 710, 620, 530
107, 116, 125, 134
125, 233, 341, 431
116, 125, 134, 143
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(a, a, d)
(a, a, c)
(b, a, b)
(b, a, c)
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(y, u, x)
(y, x, x)
(y, x, z)
(y, y, z)
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19057, 57019
15079, 71059
19057, 59071
15097, 71095
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4351
5123
4521
4321
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64
32
16
12
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{1, 16, 12}
{5, 16, 12}
{7, 5, 16}
{7, 5, 12}
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numai 3)
atat 3) cat si 5)
Atat 3) cat si 4)
numai 4)
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01110
01100
01011
01101
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Produsului cartezian
Combinarilor
Partitiilor unei multimi
Permutarilor
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Se incearca alegerea unei valori pentru componenta xk-1.
se incearca alegerea unei noi valori pentru componenta x1, oricare ar fi valoarea k.
se incheie algoritmul.
Se incearca alegerea unei valori pentru componenta xk+1.
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{1,3}
{4}
{1,2,3}
{1,4}
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Fefa
Fafe
Feef
Fefe
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120
1002
201
210
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Permutarilor
Combinarilor
Produsului cartezian
Aranjamentelor
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3
4
5
6
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Imediat dupa solutia (1, 3, 4, 5, 6) se genereaza solutia (2, 3, 4, 5, 6)
Penultima solutie generata este (2, 3, 5, 6)
Imediat dupa solutia (1, 2, 4, 6) se genereaza solutia (1, 3, 4, 6)
In total sunt generate 13 solutii.
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