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min=(y*b-x*a)^2+y^2*c^2+(b+(1-z)*(a-b)-x*a)^2+z^2*c^2+(b+(1-z)*(a-b)-y*b)^2+(z*c-y*c)^2;7 Q* K; L; S# c/ `/ w" [: Q' _
a=16;b=14;c=12;$ `+ e4 J) X2 r u+ o; ?( k
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Licensee info: Eval Use Only
& A3 m) S' f: j1 H! g; m License expires: 6 APR 2025* g+ Z/ Q5 c1 e+ X; ?
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Global optimal solution found.
+ b- o% T1 _1 n/ }$ J- I- Y3 H Objective value: 148.6452
; Y5 i* B6 [+ u1 [; ? Infeasibilities: 0.000000
4 a |' q7 H" V# x$ [ Total solver iterations: 5" l6 j* B; H6 D7 T' B
Elapsed runtime seconds: 0.92 `0 M$ Y$ a4 `8 h# s. B; }
Model is convex quadratic* j0 {$ S3 B9 d/ y
% w L3 f: d2 { Model Class: QP
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- w2 O( x0 `- E4 B/ ` Total variables: 3) p+ A- c& L9 ^/ Q
Nonlinear variables: 3
( d6 A. ?$ M2 T! y6 t# ^ Integer variables: 0
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Total constraints: 1 g/ h' m0 l, ^' B8 R
Nonlinear constraints: 16 J. @7 C6 {( T2 C) \7 G
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Total nonzeros: 3% R2 \5 E& I( r) v
Nonlinear nonzeros: 6
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3 X: u+ ?& L1 ~3 U8 ~2 j% o/ S% | Variable Value Reduced Cost
8 N/ g3 N; P0 `$ Z$ [2 e: Z Y 0.6451613 0.2550979E-07 ~* n% t& ]9 K
B 14.00000 0.000000, {9 i( @8 H2 u. j; f
X 0.7580645 -0.6827543E-07
. X8 A- @! t9 {( N3 l' | A 16.00000 0.000000, A( v6 `$ ~. }- q
C 12.00000 0.000000
% @+ ^! ~3 J# Y8 g/ U$ [) t9 q/ ? Z 0.3870968 0.1606168E-08( [ ]. W' O7 S1 ~2 `1 X) L& K
6 d1 q3 o3 ~( K; \ Row Slack or Surplus Dual Price. T9 r1 {0 u" c5 L' a
1 148.6452 -1.000000) I: S* q. I) w$ p* H1 R- q: I, y
2 0.000000 -11.38837
* D# ?" _# |1 U0 Y- n 3 0.000000 4.794851
, \7 N3 D6 S# U0 @- q 4 0.000000 -15.18434
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