Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 1 ppsx
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 161 pot
... Extrapolation 11 1
3.3 Cubic Spline Interpolation 11 3
3.4 How to Search an Ordered Table 11 7
3.5 Coefficients of the Interpolating Polynomial 12 0
3.6 Interpolation in Two or More Dimensions 12 3
v
Contents
ix
Sample ... Harmonics 772
17 .5 Automated Allocation of Mesh Points 783
17 .6 Handling Internal Boundary Conditions or Singular Points 784
18 Integral Equations and Inverse Th...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 162 ppsx
... from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-5 21- 4 310 8-5)
Copyright (C) 19 88 -19 92 by Cambridge University Press.Programs Copyright (C) 19 88 -19 92 by Numerical Recipes Software. ... world).
xvi
License Information
xvii
Sample page from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-5 21- 4 310 8-5)
Copyright (C) 19 88 -19 92 by Ca...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 163 potx
... Powell’s method
10 .5 linmin minimum of a function along a ray in N-dimensions
10 .5 f1dim function used by linmin
10 .6 frprmn minimize in N-dimensions by conjugate gradient
10 .6 dlinmin minimum of a ... second kind
6 .11 rj Carlson’s elliptic integral of the third kind
6 .11 rc Carlson’s degenerate elliptic integral
6 .11 ellf Legendre elliptic integral of the first kind
6 .11 elle...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 164 pot
... we include programs in the text, they look like this:
#include <math.h>
#define RAD (3 .14 159265 /18 0.0)
void flmoon(int n, int nph, long *jd, float *frac)
Our programs begin with an introductory ... work!am=306.0253+385. 816 918 *c+0. 010 730*t2;
*jd=2 415 020+28L*n+7L*nph;
xtra=0.75933 +1. 53058868*c+( (1. 178e-4)- (1. 55e-7)*t)*t2;
if (nph == 0 || nph == 2)
xtra += (0 .17 34-3.93...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 165 potx
... occurrences of a full moon
on Friday the 13 th (time zone GMT−5) on: 3 /13 /19 03, 10 /13 /19 05, 6 /13 /19 19,
1/ 13 /19 22, 11 /13 /19 70, 2 /13 /19 87, 10 /13 /2000, 9 /13 /2 019 , and 8 /13 /2049.
Other “standard” structures. ... after 1 B.C. was 1 A.D.
{
void nrerror(char error_text[]);
14
Chapter 1. Preliminaries
Sample page from NUMERICAL RECIPES IN C: THE ART OF SCIENT...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 166 ppsx
... **a,**b;
a=matrix (1, 13 ,1, 9);
b=submatrix(a,4,5,2,3 ,1, 1);
and second, to map an existing matrix a [1 13] [1 9] into a new matrix
b[0 12 ][0 8],
float **a,**b;
a=matrix (1, 13 ,1, 9);
b=submatrix(a ,1, 13 ,1, 9,0,0);
28
Chapter ... America).
[0][0] [0] [1] [0][2] [0][3] [0][4]
[1] [0] [1] [1] [1] [2] [1] [3] [1] [4]
[0][0] [0] [1] [0][2] [0][3] [0][4]
[1] [0] [1] [1] [1] [2] [1]...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 167 pdf
... America).
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Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 168 pot
... to includeinthischapter, implements the so-called “simplex algorithm”
for linear programming problems.
394
10 .1 Golden Section Search in One Dimension
397
Sample page from NUMERICAL RECIPES IN ... new bracketing triplet of points is (a, b, x);
10 .0 Introduction
395
Sample page from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-5 21- 4 310 8-5)
Copyright (C) 1...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 169 potx
... c,inotherwords,
z
1 w
=w (10 .1. 6)
Equations (10 .1. 5) and (10 .1. 6) give the quadratic equation
w
2
− 3w +1= 0 yielding w =
3 −
√
5
2
≈ 0.3 819 7 (10 .1. 7)
In other words, the optimal bracketing interval ... get a high third point.
Our standard routine is this:
#include <math.h>
#include "nrutil.h"
#define GOLD 1. 618 034
#define GLIMIT 10 0.0
#define TINY 1. 0e-20...
Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 170 docx
... your machine’s floating-point precision.
#include <math.h>
#include "nrutil.h"
#define ITMAX 10 0
#define CGOLD 0.3 819 660
#define ZEPS 1. 0e -10
Here
ITMAX is the maximum allowed number ... 402
Chapter 10 . Minimization or Maximization of Functions
Sample page from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-5 21- 4 310 8-5)
Copyright (C) 19 88 -1...
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