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1 | function qcqp2 |
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2 | |
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3 | x1 = sdpvar(1,1); |
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4 | x2 = sdpvar(1,1); |
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5 | x3 = sdpvar(1,1); |
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6 | x4 = sdpvar(1,1); |
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7 | x5 = sdpvar(1,1); |
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8 | x6 = sdpvar(1,1); |
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9 | |
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10 | obj = -25*(x1-2)^2-(x2-2)^2-(x3-1)^2-(x4-4)^2-(x5-1)^2-(x6-4)^2; |
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11 | |
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12 | F = set((x3-3)^2+x4>4) + set((x5-3)^2+x6>4); |
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13 | F = F + set(x1-3*x2<2) + set(-x1+x2<2) + set(x1+x2>2); |
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14 | F = F + set(6>x1+x2>2); |
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15 | F = F + set(1<x3<5) + set(0<x4<6)+set(1<x5<5)+set(0<x6<10)+set(x1>0)+set(x2>0); |
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16 | sol = solvesdp(F,obj,sdpsettings('solver','bmibnb')) |
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17 | |
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18 | mbg_asserttolequal(double(obj),-310, 1e-6); |
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