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git-svn-id: http://ccpforge.cse.rl.ac.uk/svn/cutest/sif/trunk@147 ca3beb79-f7c6-489d-80df-314e45fd556d
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*************************** | ||
* SET UP THE INITIAL DATA * | ||
*************************** | ||
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NAME 10FOLDTR | ||
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* Problem : | ||
* ********* | ||
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* The ten-fold triangular system whose root at zero has multiplicity 10 | ||
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* Source: problem 8.3 in | ||
* Wenrui Hao, Andrew J. Sommese and Zhonggang Zeng, | ||
* "An algorithm and software for computing multiplicity structures | ||
* at zeros of nonlinear systems", Technical Report, | ||
* Department of Applied & Computational Mathematics & Statistics, | ||
* University of Notre Dame, Indiana, USA (2012) | ||
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* SIF input: Nick Gould, Jan 2012. | ||
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* classification NOR2-AN-V-0 | ||
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* Problem dimension | ||
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*IE N 4 $ original value | ||
*IE N 10 | ||
*IE N 100 | ||
IE N 1000 | ||
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* Define useful parameters | ||
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IE 1 1 | ||
IA N-2 N -2 | ||
IA N-1 N -1 | ||
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VARIABLES | ||
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DO I 1 N | ||
X X(I) | ||
ND | ||
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GROUPS | ||
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DO I 1 N | ||
DO J 1 I | ||
XE E(I) X(J) 1.0 | ||
ND | ||
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BOUNDS | ||
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FR 10FOLDTR 'DEFAULT' | ||
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START POINT | ||
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X 10FOLDTR 'DEFAULT' 10.0 | ||
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GROUP TYPE | ||
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GV L2 GVAR | ||
GV L5 GVAR | ||
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GROUP USES | ||
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XT E(N-1) L2 | ||
XT E(N) L5 | ||
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OBJECT BOUND | ||
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* no objective | ||
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LO 10FOLDTR 0.0 | ||
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* Solution | ||
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*LO SOLTN 0.0 | ||
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ENDATA | ||
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********************* | ||
* SET UP THE GROUPS * | ||
* ROUTINE * | ||
********************* | ||
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GROUPS 10FOLDTR | ||
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INDIVIDUALS | ||
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T L2 | ||
F GVAR * GVAR | ||
G GVAR + GVAR | ||
H 2.0 | ||
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T L5 | ||
F GVAR ** 5 | ||
G 5.0 * GVAR ** 4 | ||
H 20.0 * GVAR ** 3 | ||
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ENDATA |
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