Searched refs:infty1 (Results 1 – 9 of 9) sorted by relevance
/dports/math/SCIP/scip-7.0.3/src/scip/ |
H A D | scip_expr.c | 53 #define infty2infty(infty1, infty2, val) (val >= infty1 ? infty2 : val) argument
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H A D | prop_obbt.c | 128 #define infty2infty(infty1, infty2, val) ((val) >= (infty1) ? (infty2) : (val)) argument
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H A D | cons_bivariate.c | 173 #define infty2infty(infty1, infty2, val) ((val) >= (infty1) ? (infty2) : (val)) argument
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H A D | cons_nonlinear.c | 220 #define infty2infty(infty1, infty2, val) ((val) >= (infty1) ? (infty2) : (val)) argument
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H A D | cons_quadratic.c | 352 #define infty2infty(infty1, infty2, val) ((val) >= (infty1) ? (infty2) : (val)) argument
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/dports/math/osi/Osi-0.108.6/Osi/src/OsiCommonTest/ |
H A D | OsiUnitTestUtils.cpp | 116 double infty1 = si1->getInfinity(); in equivalentVectors() local 125 …if (!(v1[i] <= -infty1 && v2[i] <= -infty2) && !(v1[i] >= infty1 && v2[i] >= infty2) && !eq(v1[i],… in equivalentVectors()
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/dports/math/clp/Clp-1.17.3/Osi/src/OsiCommonTest/ |
H A D | OsiUnitTestUtils.cpp | 116 double infty1 = si1->getInfinity(); in equivalentVectors() local 125 …if (!(v1[i] <= -infty1 && v2[i] <= -infty2) && !(v1[i] >= infty1 && v2[i] >= infty2) && !eq(v1[i],… in equivalentVectors()
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/dports/math/gap/gap-4.11.0/pkg/resclasses-4.7.2/lib/ |
H A D | general.gi | 31 function ( infty1, infty2 ) return infinity; end );
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/dports/math/giacxcas/giac-1.6.0/doc/fr/ |
H A D | casrouge.tex | 12630 $\displaystyle \sum_{k=0}^\infty1/(k+1)^2$
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