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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;9 z8 O+ G4 {# }; G+ q
a=16;b=14;c=12;
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' B0 o' s/ T0 [: N7 S* e Licensee info: Eval Use Only
, `! p: S' t y) Y License expires: 6 APR 2025. C& O7 Z* [+ _: F
5 ^5 ~, Z# A6 a4 ]2 z Global optimal solution found.
* N; h) E$ U S+ Q5 K) d& v Objective value: 148.6452
6 o" J% p% J A2 [ Infeasibilities: 0.0000006 W. G. m3 z& ?" l; r
Total solver iterations: 5
0 \; O8 G; V5 j) Y& _ O Elapsed runtime seconds: 0.920 [! O/ e" g3 ^2 G7 N$ S- c
Model is convex quadratic
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Model Class: QP
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Total variables: 3
% |! K$ q) s+ C' F" ?4 n; z Nonlinear variables: 3! y0 ^& q1 g" a3 d
Integer variables: 0, \& w0 s9 [% S6 V6 I2 Y+ I/ M0 |( k
: ~) _8 Z V& C( @6 L8 D: Y Total constraints: 1
9 r6 e/ b4 ?' H* N Nonlinear constraints: 10 Y9 w% k+ n4 \
6 m; z' O( A. C# ^" n% v9 T Total nonzeros: 3
0 [, _9 u& ^! o+ N Nonlinear nonzeros: 6
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( Q+ ]. G9 W0 V) W Variable Value Reduced Cost
4 C( @- o: F& p Y 0.6451613 0.2550979E-07, E( ^* J0 K4 k; c) i3 E
B 14.00000 0.000000
; q' `" o* v/ g J% L f- c X 0.7580645 -0.6827543E-071 `. [6 l, l2 O
A 16.00000 0.000000
- A/ C- D1 L. S* t- m" y C 12.00000 0.000000! | g9 |. f d
Z 0.3870968 0.1606168E-08
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' q# d- [1 X3 S Row Slack or Surplus Dual Price: u6 U5 \" z: h" I, K- Q' m
1 148.6452 -1.0000003 {$ Q! c A* h' `: r
2 0.000000 -11.388378 L+ m1 I7 K4 G
3 0.000000 4.794851; u( n: F5 i" k/ ^- Y" M
4 0.000000 -15.18434; z5 t7 u9 {3 w! _
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