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ETS
\$Id: Doxyfile 2162 2020-02-26 14:16:09Z g2dpc $
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Public Member Functions | |
subroutine | intrptau (PXIN, PYIN, PYINNEW, PY2, KNIN, PXOUT, PYOUT, PYOUTP, PYOUTPP, KNOUT, KOPT, PTAUS, PWORK, PAMAT, MDAMAT, PBCLFT, PBCRGT) |
subroutine | cubsplfit (X, Y, YNEW, N, YP1, YPN, Y2, TAUS, WORK, AMAT, MDAMAT) |
subroutine | spline (X, Y, N, YP1, YPN, Y2) |
subroutine | splint (XA, YA, Y2A, N, X, Y, YP, YPP) |
subroutine | splintend (XA, YA, Y2A, N, X, Y, YP, YPP, KOPT) |
subroutine | nonsym (A, X, C, N, MLEFT, MRIGHT, EPS, NCOND) |
Definition at line 1 of file spider_spline.f.
subroutine spider_spline::cubsplfit | ( | dimension(n) | X, |
dimension(n) | Y, | ||
dimension(n) | YNEW, | ||
N, | |||
YP1, | |||
YPN, | |||
dimension(n) | Y2, | ||
TAUS, | |||
dimension(n) | WORK, | ||
dimension(mdamat,n) | AMAT, | ||
MDAMAT | |||
) |
Definition at line 76 of file spider_spline.f.
subroutine spider_spline::intrptau | ( | dimension(knin) | PXIN, |
dimension(knin) | PYIN, | ||
dimension(knin) | PYINNEW, | ||
dimension(knin) | PY2, | ||
KNIN, | |||
dimension(knout) | PXOUT, | ||
dimension(knout) | PYOUT, | ||
dimension(knout) | PYOUTP, | ||
dimension(knout) | PYOUTPP, | ||
KNOUT, | |||
KOPT, | |||
PTAUS, | |||
dimension(knin) | PWORK, | ||
dimension(mdamat,knin) | PAMAT, | ||
MDAMAT, | |||
PBCLFT, | |||
PBCRGT | |||
) |
Definition at line 5 of file spider_spline.f.
subroutine spider_spline::nonsym | ( | real*8, dimension(n*(mleft+mright+1)) | A, |
real*8, dimension(n) | X, | ||
real*8, dimension(n) | C, | ||
N, | |||
MLEFT, | |||
MRIGHT, | |||
EPS, | |||
NCOND | |||
) |
subroutine spider_spline::spline | ( | dimension(n) | X, |
dimension(n) | Y, | ||
N, | |||
YP1, | |||
YPN, | |||
dimension(n) | Y2 | ||
) |
subroutine spider_spline::splint | ( | dimension(n) | XA, |
dimension(n) | YA, | ||
dimension(n) | Y2A, | ||
N, | |||
X, | |||
Y, | |||
YP, | |||
YPP | |||
) |
Definition at line 390 of file spider_spline.f.
subroutine spider_spline::splintend | ( | dimension(n) | XA, |
dimension(n) | YA, | ||
dimension(n) | Y2A, | ||
N, | |||
X, | |||
Y, | |||
YP, | |||
YPP, | |||
KOPT | |||
) |