102 lines
4.3 KiB
Solidity
Executable file
102 lines
4.3 KiB
Solidity
Executable file
Problem: ecommerce
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Rows: 23
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Columns: 12
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Non-zeros: 45
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Status: OPTIMAL
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Objective: CoutTotal = 5.25 (MINimum)
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No. Row name St Activity Lower bound Upper bound Marginal
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------ ------------ -- ------------- ------------- ------------- -------------
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1 ProportionZeroUn[d1,f1,m1]
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B 0.75 1
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2 ProportionZeroUn[d1,f1,m2]
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B 0.25 1
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3 ProportionZeroUn[d1,f1,m3]
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B 0 1
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4 ProportionZeroUn[d1,f2,m1]
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B 1 1
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5 ProportionZeroUn[d1,f2,m2]
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B 0 1
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6 ProportionZeroUn[d1,f2,m3]
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B 0 1
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7 ProportionZeroUn[d2,f1,m1]
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NU 1 1 -0.5
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8 ProportionZeroUn[d2,f1,m2]
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B 0 1
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9 ProportionZeroUn[d2,f1,m3]
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B 0 1
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10 ProportionZeroUn[d2,f2,m1]
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B 0.333333 1
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11 ProportionZeroUn[d2,f2,m2]
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B 0.333333 1
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12 ProportionZeroUn[d2,f2,m3]
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B 0.333333 1
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13 ProportionTotalUn[d1,f1]
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NS 1 1 = 2
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14 ProportionTotalUn[d1,f2]
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NS 1 1 = 1
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15 ProportionTotalUn[d2,f1]
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NS 1 1 = 2
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16 ProportionTotalUn[d2,f2]
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NS 1 1 = 3
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17 RespectDesStocks[f1,m1]
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NU 2.5 2.5 -0.5
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18 RespectDesStocks[f1,m2]
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B 0.5 1
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19 RespectDesStocks[f1,m3]
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B 0 2
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20 RespectDesStocks[f2,m1]
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NU 1 1 -0.666667
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21 RespectDesStocks[f2,m2]
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B 1 2
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22 RespectDesStocks[f2,m3]
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NU 1 1 -0.333333
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23 CoutTotal B 5.25
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No. Column name St Activity Lower bound Upper bound Marginal
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------ ------------ -- ------------- ------------- ------------- -------------
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1 coef[d1,f1,m1]
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B 0.75 0
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2 coef[d1,f1,m2]
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B 0.25 0
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3 coef[d1,f1,m3]
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NL 0 0 1
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4 coef[d1,f2,m1]
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B 1 0
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5 coef[d1,f2,m2]
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NL 0 0 2
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6 coef[d1,f2,m3]
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NL 0 0 1
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7 coef[d2,f1,m1]
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B 1 0
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8 coef[d2,f1,m2]
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B 0 0
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9 coef[d2,f1,m3]
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NL 0 0 1
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10 coef[d2,f2,m1]
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B 0.333333 0
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11 coef[d2,f2,m2]
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B 0.333333 0
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12 coef[d2,f2,m3]
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B 0.333333 0
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Karush-Kuhn-Tucker optimality conditions:
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KKT.PE: max.abs.err = 4.44e-16 on row 20
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max.rel.err = 1.48e-16 on row 20
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High quality
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KKT.PB: max.abs.err = 0.00e+00 on row 0
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max.rel.err = 0.00e+00 on row 0
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High quality
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KKT.DE: max.abs.err = 0.00e+00 on column 0
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max.rel.err = 0.00e+00 on column 0
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High quality
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KKT.DB: max.abs.err = 0.00e+00 on row 0
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max.rel.err = 0.00e+00 on row 0
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High quality
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End of output
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