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Viewing changes to lib/test/t_JacobiFactory_std.at

  • Committer: Bazaar Package Importer
  • Author(s): Fabrice Coutadeur
  • Date: 2010-05-10 17:27:55 UTC
  • mfrom: (1.1.4 upstream) (5.1.5 sid)
  • Revision ID: james.westby@ubuntu.com-20100510172755-cb5ynskknqqi5rhp
Tags: 0.13.2-2ubuntu1
* Merge with Debian testing. No changes left.
* ubuntu_fix-python-2.6.patch: fix detection of python 2.6 libs, to not use
  LOCALMODLIBS. This pulls a dependency on SSL and makes the package FTBFS.

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Lines of Context:
lib/test/t_JacobiFactory_std.at
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AT_CHECK([t_JacobiFactory_std],
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         [0],
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[[jacobi=class=JacobiFactory alpha=2.5 beta=3.5 measure=class=Beta name=Beta dimension=1 r=4.5 t=8 a=-1 b=1
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jacobi(0)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=1 implementation=class=NumericalPointImplementation name=Unnamed dimension=1 values=[1]
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jacobi(1)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=2 implementation=class=NumericalPointImplementation name=Unnamed dimension=2 values=[-0.377964,3.02372]
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jacobi(2)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=3 implementation=class=NumericalPointImplementation name=Unnamed dimension=3 values=[-0.755929,-1.51186,7.55929]
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jacobi(3)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=4 implementation=class=NumericalPointImplementation name=Unnamed dimension=4 values=[0.436436,-4.36436,-4.36436,17.4574]
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jacobi(4)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=5 implementation=class=NumericalPointImplementation name=Unnamed dimension=5 values=[0.690066,2.76026,-16.5616,-11.041,38.6437]
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jacobi(5)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=6 implementation=class=NumericalPointImplementation name=Unnamed dimension=6 values=[-0.465242,5.58291,11.1658,-52.1071,-26.0536,83.3714]
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jacobi(6)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=7 implementation=class=NumericalPointImplementation name=Unnamed dimension=7 values=[-0.657952,-3.94771,27.634,36.8453,-147.381,-58.9525,176.857]
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jacobi(7)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=8 implementation=class=NumericalPointImplementation name=Unnamed dimension=8 values=[0.482805,-6.75926,-20.2778,108.148,108.148,-389.334,-129.778,370.794]
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jacobi(8)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=9 implementation=class=NumericalPointImplementation name=Unnamed dimension=9 values=[0.63869,5.10952,-40.8762,-81.7524,367.886,294.309,-981.028,-280.294,770.808]
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jacobi(9)=class=UniVariatePolynomial coefficients=class=NumericalPoint name=Unnamed dimension=10 implementation=class=NumericalPointImplementation name=Unnamed dimension=10 values=[-0.494727,7.91564,31.6626,-189.975,-284.963,1139.85,759.901,-2388.26,-597.065,1592.17]
 
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jacobi(0)=1
 
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jacobi(1)=-0.377964 + 3.02372 * X
 
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jacobi(2)=-0.755929 - 1.51186 * X + 7.55929 * X^2
 
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jacobi(3)=0.436436 - 4.36436 * X - 4.36436 * X^2 + 17.4574 * X^3
 
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jacobi(4)=0.690066 + 2.76026 * X - 16.5616 * X^2 - 11.041 * X^3 + 38.6437 * X^4
 
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jacobi(5)=-0.465242 + 5.58291 * X + 11.1658 * X^2 - 52.1071 * X^3 - 26.0536 * X^4 + 83.3714 * X^5
 
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jacobi(6)=-0.657952 - 3.94771 * X + 27.634 * X^2 + 36.8453 * X^3 - 147.381 * X^4 - 58.9525 * X^5 + 176.857 * X^6
 
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jacobi(7)=0.482805 - 6.75926 * X - 20.2778 * X^2 + 108.148 * X^3 + 108.148 * X^4 - 389.334 * X^5 - 129.778 * X^6 + 370.794 * X^7
 
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jacobi(8)=0.63869 + 5.10952 * X - 40.8762 * X^2 - 81.7524 * X^3 + 367.886 * X^4 + 294.309 * X^5 - 981.028 * X^6 - 280.294 * X^7 + 770.808 * X^8
 
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jacobi(9)=-0.494727 + 7.91564 * X + 31.6626 * X^2 - 189.975 * X^3 - 284.963 * X^4 + 1139.85 * X^5 + 759.901 * X^6 - 2388.26 * X^7 - 597.065 * X^8 + 1592.17 * X^9
 
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jacobi(10) roots=class=NumericalPoint name=Unnamed dimension=10 values=[-0.867175,-0.712865,-0.521474,-0.302684,-0.0681347,0.169589,0.397703,0.603939,0.777235,0.908482]
 
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jacobi(10) roots=class=NumericalPoint name=Unnamed dimension=10 values=[-0.867175,-0.712865,-0.521474,-0.302684,-0.0681347,0.169589,0.397703,0.603939,0.777235,0.908482] and weights=class=NumericalPoint name=Unnamed dimension=10 values=[0.000553302,0.00864389,0.0456158,0.12776,0.223552,0.260299,0.202864,0.100618,0.0274194,0.0026748]
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]],
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         [ignore])
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