XLPack 7.0
XLPack Numerical Library (Excel VBA) Reference Manual
Loading...
Searching...
No Matches
Functions
H2a1a. One dimensional finite interval quadrature(fixed number of points)
Module 4 (Interpolation, quadrature, ordinary differential equations, random numbers) » H2. Quadrature (numerical evaluation of integrals)

Functions

Sub Qk15 (F As LongPtr, A As Double, B As Double, Result As Double, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (15 point Gauss Kronrod formula)
 
Sub Qk15_r (A As Double, B As Double, Result As Double, XX As Double, YY As Double, IRev As Long, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (15 point Gauss-Kronrod rule) (reverse communication version)
 
Sub Qk21 (F As LongPtr, A As Double, B As Double, Result As Double, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (21 point Gauss Kronrod formula)
 
Sub Qk21_r (A As Double, B As Double, Result As Double, XX As Double, YY As Double, IRev As Long, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (21 point Gauss-Kronrod rule) (reverse communication version)
 
Sub Qk31 (F As LongPtr, A As Double, B As Double, Result As Double, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (31 point Gauss Kronrod formula)
 
Sub Qk31_r (A As Double, B As Double, Result As Double, XX As Double, YY As Double, IRev As Long, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (31 point Gauss-Kronrod rule) (reverse communication version)
 
Sub Qk41 (F As LongPtr, A As Double, B As Double, Result As Double, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (41 point Gauss Kronrod formula)
 
Sub Qk41_r (A As Double, B As Double, Result As Double, XX As Double, YY As Double, IRev As Long, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (41 point Gauss-Kronrod rule) (reverse communication version)
 
Sub Qk51 (F As LongPtr, A As Double, B As Double, Result As Double, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (51 point Gauss Kronrod formula)
 
Sub Qk51_r (A As Double, B As Double, Result As Double, XX As Double, YY As Double, IRev As Long, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (51 point Gauss-Kronrod rule) (reverse communication version)
 
Sub Qk61 (F As LongPtr, A As Double, B As Double, Result As Double, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (61 point Gauss Kronrod formula)
 
Sub Qk61_r (A As Double, B As Double, Result As Double, XX As Double, YY As Double, IRev As Long, Optional AbsErr As Double, Optional ResAbs As Double, Optional ResAsc As Double)
 Finite interval quadrature (61 point Gauss-Kronrod rule) (reverse communication version)
 

Detailed Description

This is the group of H2a1a. One dimensional finite interval quadrature (fixed number of points).

Generated by doxygen 1.9.7