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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;; d% I7 o( m/ [! X9 u) Q4 o
a=16;b=14;c=12;
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5 @- p) ]# y6 `5 N Licensee info: Eval Use Only" i, C5 L' e& N+ P7 P) l+ [
License expires: 6 APR 2025
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Global optimal solution found.
1 _$ `* j, o1 |( n+ { Objective value: 148.6452
& ], j$ ?& |8 K) @8 G) D Infeasibilities: 0.000000' A- [! ~, K% i# P% |( |0 d. |
Total solver iterations: 5
/ |& o6 Y3 V- v1 E Elapsed runtime seconds: 0.92
9 t5 n9 S, P/ V" g' f) Y& r Model is convex quadratic( }# p2 ~% b8 @7 V. `$ g
( g, r+ d% j. a3 Y+ H0 |# M Model Class: QP
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. s8 a0 \8 n& ]9 w+ J Total variables: 3
/ _3 n) ^9 e; C! w! K* k' A- @2 i Nonlinear variables: 3
& K8 k' P# z$ q ]- N Integer variables: 0& H% G1 c5 T9 _) g8 D
' B2 d; ^1 \1 c& Z7 y$ T& J# O
Total constraints: 1
6 g1 l @6 b7 I% g8 J; a Nonlinear constraints: 11 Y5 \( N6 ?4 R1 a" r
! o0 G3 |; A$ a r( v( V Total nonzeros: 3
# Q% T6 m" J/ T. q) W Nonlinear nonzeros: 6
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& L/ c( X" z6 B: T+ l! O0 p Variable Value Reduced Cost- I j* E! T0 b- `# v# |$ ?+ O6 L: ]$ J
Y 0.6451613 0.2550979E-07) {7 c3 K i2 e1 v* U
B 14.00000 0.000000
" f1 P) k) \* v X 0.7580645 -0.6827543E-07! `: J* L! Q+ R4 l# G
A 16.00000 0.000000: v9 f* s6 \! {) f# u
C 12.00000 0.000000
; B0 X! t8 c s) |4 Q/ u Z 0.3870968 0.1606168E-08
5 Q( u- Q& C, R% A$ h, T# c ]* w. N9 h! x2 M, s; b8 f* U
Row Slack or Surplus Dual Price) a- X. F2 h( b+ C5 v
1 148.6452 -1.0000004 Y; E+ ]7 H/ x. L
2 0.000000 -11.38837) [) N6 p0 q+ V5 t$ v' {
3 0.000000 4.7948511 v+ j3 v" J5 W2 G- b
4 0.000000 -15.184341 t: T" N2 ?* q. d8 s
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