maximalSlice.h File Reference

Maximal slicing algorithm. More...

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Defines
#define	PP(n)   ( -2 / r(m,n) )
	PP is P(x) in the equation: y''(x) = P(x) y'(x) + Q(x) y(x)
#define	QQ(n)
	QQ is Q(x) in the equation: y''(x) = P(x) y'(x) + Q(x) y(x)
#define	altQQ(n)

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Detailed Description

Maximal slicing algorithm.

Author:

Mikica Kocic

Copyright:

GNU General Public License (GPLv3).

Definition in file maximalSlice.h.

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Define Documentation

#define altQQ

(

n

)

Value:

( pow2( gK1(m,n) ) + 2 * pow2( gK2(m,n) ) +  pow2( fK1(m,n) ) + 2 * pow2( fK2(m,n) ) \
    + k_g * ( eq_pf_rho(m,n) + eq_pf_J1(m,n) + 2 * eq_pf_J2(m,n) ) )

Definition at line 19 of file maximalSlice.h.

#define PP

(

n

)

( -2 / r(m,n) )

PP is P(x) in the equation: y''(x) = P(x) y'(x) + Q(x) y(x)

Definition at line 12 of file maximalSlice.h.

#define QQ

(

n

)

Value:

( pow2( gK1(m,n) ) + 2 * pow2( gK2(m,n) ) \
    + k_g * ( eq_pf_rho(m,n) + eq_pf_J1(m,n) + 2 * eq_pf_J2(m,n) ) )

QQ is Q(x) in the equation: y''(x) = P(x) y'(x) + Q(x) y(x)

Definition at line 16 of file maximalSlice.h.