Code : Tout sélectionner
chk_fhan16Code : Tout sélectionner
// Using locale /usr/share/locale/
// C
// /usr/share/locale/
// giac
// UTF-8
// Maximum number of parallel threads 4
Help file aide_cas not found
// Unable to find keyword file doc/en/keywords
Help file doc/en/aide_cas not found
Added 0 synonyms
// Warning: q,x, declared as global variable(s). If symbolic variables are required, declare them as local and run purge
// Warning: S3h,x, declared as global variable(s). If symbolic variables are required, declare them as local and run purge
// Warning: S4h,x, declared as global variable(s). If symbolic variables are required, declare them as local and run purge
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0
Near [0,2], 1/epsilon^2*f([0,2]+epsilon*[1,t])=1 roots []
Near [0,2], 1/epsilon^2*f([0,2]+epsilon*[1,t])=1 roots []
Near [0,2], 1/epsilon^2*f([0,2]+epsilon*[1,t])=1 roots []
Near [0,2], 1/epsilon^2*f([0,2]+epsilon*[1,t])=1 roots []
Singular points directions: [cell_i, cell_j, singularity, next solution] [[50,70,2.0*i,-0.00112947877252+2.03333333333*i],[50,70,2.0*i,0.00112947877252+2.03333333333*i],[50,70,2.0*i,-0.00109243590672+1.96666666667*i],[50,70,2.0*i,0.00109243590672+1.96666666667*i],[50,70,2.0*i,-0.00112947877252+2.03333333333*i],[50,70,2.0*i,0.00112947877252+2.03333333333*i],[50,70,2.0*i,-0.00109243590672+1.96666666667*i],[50,70,2.0*i,0.00109243590672+1.96666666667*i],[50,70,2.0*i,-0.00112947877252+2.03333333333*i],[50,70,2.0*i,0.00112947877252+2.03333333333*i],[50,70,2.0*i,-0.00109243590672+1.96666666667*i],[50,70,2.0*i,0.00109243590672+1.96666666667*i],[50,70,2.0*i,-0.00112947877252+2.03333333333*i],[50,70,2.0*i,0.00112947877252+2.03333333333*i],[50,70,2.0*i,-0.00109243590672+1.96666666667*i],[50,70,2.0*i,0.00109243590672+1.96666666667*i]]
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
Warning! Could not loop or reach boundaries
// Time 0.12
// Time 0
// Time 0.01
// Time 0
// Time 0
// Time 0
// Time 0
// Groebner basis computation time 0.006908 Memory 0.022848M
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
Near [0,0], 1/epsilon^2*f([0,0]+epsilon*[1,t])=9*t^2 roots [0.0]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
schur row 1 5.00933e-12
Francis algorithm not precise enough for[1.0,-8.26409192534e+36,1.70738038376e+73,8.85244006785e+107]
Singular points directions: [cell_i, cell_j, singularity, next solution] [[0,0,0.0,0.00666666666667-0.00171924829653*i],[0,0,0.0,0.00666666666667+0.00120989161359*i]]
// Time 0.4
// Time 0
// Time 0
// Time 0
Hyperbola of center (0,0)
// Time 0
// Time 0.14
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0.01
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0
// Time 0
Warning, argument is not an equation, solving -14699.0*t^6+25716.0*t^5+1779.0*t^4-15116.0*t^3-624.0*t^2+2496.0*t+448.0=0
lt-icas: tpp.c:84: __pthread_tpp_change_priority: Assertion `new_prio == -1 || (new_prio >= fifo_min_prio && new_prio <= fifo_max_prio)' failed.
./chk_fhan16: line 3: 5467 Aborted (core dumped) ../src/icas TP16-sol.cas > TP16.tst
32a33,88
> -0.5062528649,-0.3273837129,-0.2487685675,0.6001057333,1.0,1.231806181,
> "Done",
> "Done",
> "No such variable x","No such variable y",
> (x-2)^2+y^2-4,
> y^2-(x-3)*(x^2-16),
> "Done",
> "Done",
> 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> x^6-4*x^5-36*x^4+176*x^3+208*x^2-1920*x+2304,
> 1.0*(-3.9999999999999494725166+x)*(-3.9999999999999494725166+x)*(x-2.605551275)*(x-2.605551275)*(x+4.605551275)*(x+4.605551275),
> (x-4)^2*(x^2+2*x-12)^2,
> (x-4)^2*(x-sqrt(13)+1)^2*(x+sqrt(13)+1)^2,
> x^3-2*x^2-20*x+48,
> [-4.605551275,2.605551275,4.0],
> "Done",
> [-sqrt(13)-1,sqrt(13)-1,4],
> y^2+6*sqrt(13)+18,y^2-6*sqrt(13)+18,y^2,
> sqrt(6)*I*sqrt(sqrt(13)+3),-sqrt(6)*I*sqrt(sqrt(13)+3),-sqrt(6)*sqrt(sqrt(13)-3),sqrt(6)*sqrt(sqrt(13)-3),0,
> "No such variable u",
> x^2+1/4*y^2+1/9*z^2-1,
> x^2+y^2+z^2-u,
> (729*x^4-270*x^2*z^2+486*x^2*u-1944*x^2+25*z^4-90*z^2*u+360*z^2+81*u^2-648*u+1296)/1296,
> (9*u-5*z^2+27*x^2-36)^2/1296,
> 27*x^2-5*z^2+9*u-36,
> 9*u*(x[3])^2-5*z^2*(x[3])^2+27*(x[1])^2-36*(x[3])^2,
> matrix[[54,0,0],[0,0,0],[0,0,18*u-10*z^2-72]],
> "No such variable u",
> "Done",
> "No such variable t",
> 3,
> [5+(x-5)*t,5+(y-5)*t,10-10*t],
> (14462809*x^4-10268100*x^3*y+5476320*x^3+9453704*x^2*y^2+206460*x^2*y-33894150*x^2-448200*x*y^3-1130040*x*y^2+4617900*x*y+1188000*x+27556*y^4+29880*y^3+154200*y^2-148500*y+680625)/1296,
> "Done",
> 7*x^2+4*x*y+4*x*z+5*y^2+12*y*z+6*z^2+1,
> -x^2-2*x*y-2*x*z-4*y^2-6*y*z-3*z^2-2,
> 7*(x[1])^2+4*x[1]*x[2]+4*x[1]*x[3]+5*(x[2])^2+12*x[2]*x[3]+6*(x[3])^2+(x[4])^2,
> -(x[1])^2-2*x[1]*x[2]-2*x[1]*x[3]-4*(x[2])^2-6*x[2]*x[3]-3*(x[3])^2-2*(x[4])^2,
> matrix[[14,4,4,0],[4,10,12,0],[4,12,12,0],[0,0,0,2]],
> matrix[[-2,-2,-2,0],[-2,-8,-6,0],[-2,-6,-6,0],[0,0,0,-4]],
> -16*(l1-2*l2)*(l1+l2)*(2*l1-l2)*(19*l1-2*l2),
> [[0,1,-1,0]],
> [[0,0,0,-1]],
> [[0,0,-1,0]],
> [[3,0,-1,0]],
> [x,y+t,-t],
> 64*x^4+96*x^3*y+180*x^2*y^2+48*x^2+108*x*y^3+36*x*y+81*y^4+54*y^2+9,
> (8*x^2+6*x*y+9*y^2+3)^2,
> t^2*(x^2+y^2-1)+t*(x*y+y^2-x^2)+x^2+2*y^2-1,
> 2*t*(x^2+y^2-1)+x*y+y^2-x^2,
> 3*x^6+2*x^5*y+16*x^4*y^2-11*x^4-2*x^3*y+20*x^2*y^4-33*x^2*y^2+12*x^2-2*x*y^5+2*x*y^3+7*y^6-19*y^4+16*y^2-4,
> (x^2+y^2-1)*(3*x^4+2*x^3*y+13*x^2*y^2-8*x^2-2*x*y^3+7*y^4-12*y^2+4),
> 3*x^4+2*x^3*y+13*x^2*y^2-8*x^2-2*x*y^3+7*y^4-12*y^2+4,
> (t)->t^2*(x^2+y^2-1)+t*(x*y+y^2-x^2)+x^2+2*y^2-1,
> (t)->2*t*(x^2+y^2-1)+x*y+y^2-x^2,
> "Done"
FAIL: chk_fhan16