Solve this quadratic programming using the primal dual interior point method or the Barrier Function interior method.
Find the values of x that minimize
f(x)=0.5x2
1
+x2
2
−x1
x2
−2x1
−6x2
,
subject to the constraints
x1
≥0
x2
≥0
x1
+x2
≤2
−x1
+2x2
≤2
2x1
+x2
≤3.
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