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Coefficient Functions



VALUES Array for A1XY, A2XY, FXY, P1XY, P2XY


pointer index function
K0 1 $ f$
KU 2 $ f_u$
KX 3 $ f_{u_x}$
KY 4 $ f_{u_y}$
KL 5 $ f_{\lambda}$
KUU 6 $ f_{uu}$
KXX 7 $ f_{u_xu_x}$
KYY 8 $ f_{u_yu_y}$
KUX=KXU 9 $ f_{uu_x}$
KUY=KYU 10 $ f_{uu_y}$
KXY=KYX 11 $ f_{u_xu_y}$
KUL=KLU 12 $ f_{u\lambda}$
KXL=KLX 13 $ f_{u_x\lambda}$
KYL=KLY 14 $ f_{u_y\lambda}$
KLL 15 $ f_{\lambda\lambda}$



VALUES Array for GNXY


pointer index function
K0 1 $ g$
KU 2 $ g_u$
KL 3 $ g_{\lambda}$
KUU 4 $ g_{uu}$
KUL=KLU 5 $ g_{u\lambda}$
KLL 6 $ g_{\lambda\lambda}$



VALUES Array for GDXY


pointer index function
K0 1 $ g$
KL 2 $ g_{\lambda}$
KLL 3 $ g_{\lambda\lambda}$
KLB 4 $ \underline{u}$ , $ \underline{\lambda}$
KUB 5 $ \overline{u}$ , $ \overline{\lambda}$
KIC 6 $ u_0$
KIM 7 $ v_0$
KIL 8 $ \lambda_0$



VALUES Array for QXY


pointer index function
K0 1 alternate scalar function for TRIPLT
KF1 2 first component of vector function for TRIPLT
KF2 3 second component of vector function for TRIPLT
KSK 4 alternate function for skeleton creation in TRIGEN
KAD 5 alternate function for adaptive algorithms in TRIGEN

next up previous
Next: IP Array Up: quick_ref Previous: Data Structures
Randolph Bank 2007-09-12