Lập Trình C# all Chap "NUMERICAL RECIPES IN C" part 8 pps

... 772 17.5 Automated Allocation of Mesh Points 783 17.6 Handling Internal Boundary Conditions or Singular Points 784 18 Integral Equations and Inverse Theory 788 18. 0 Introduction 788 18. 1 Fredholm Equations ... Kind 791 18. 2 Volterra Equations 794 18. 3 Integral Equations with Singular Kernels 797 18. 4 Inverse Problems and the Use of A Priori Information 80 4 18. 5 Linear Regu...

Ngày tải lên: 01/07/2014, 09:20

... from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-521-431 08- 5) Copyright (C) 1 988 -1992 by Cambridge University Press.Programs Copyright (C) 1 988 -1992 by Numerical Recipes Software. ... a single-screen license and password immediately, on-line, from the On-Line Store, with fees ranging from $50 (PC, Macintosh, educational institutions’ UNIX) to $140 (general UNI...

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... of shootf 18. 1 fred2 solve linear Fredholm equations of the second kind 18. 1 fredin interpolate solutions obtained with fred2 18. 2 voltra linear Volterra equations of the second kind 18. 3 wwghts ... ray using derivatives 10.6 df1dim function used by dlinmin 10.7 dfpmin minimize in N -dimensions by variable metric method 10 .8 simplx linear programming maximization of a linear funct...

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... work!am=306.0253+ 385 .81 69 18* c+0.010730*t2; *jd=2415020+28L*n+7L*nph; xtra=0.75933+1.530 588 68* c+((1.178e-4)-(1.55e-7)*t)*t2; if (nph == 0 || nph == 2) xtra += (0.1734-3.93e-4*t)*sin(RAD*as)-0.40 68* sin(RAD*am); else ... we include programs in the text, they look like this: #include <math.h> #define RAD (3.14159265/ 180 .0) void flmoon(int n, int nph, long *jd, float *frac) Our...

Ngày tải lên: 01/07/2014, 09:20

... from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-521-431 08- 5) Copyright (C) 1 988 -1992 by Cambridge University Press.Programs Copyright (C) 1 988 -1992 by Numerical Recipes Software. ... dates to be searched. #define IYEND 2000 int main(void) /* Program badluk */ { void flmoon(int n, int nph, long *jd, float *frac); long julday(int mm, int id, int iyyy); int ic,i...

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... producing an integer result, throwing away any integer remainder. In floating-pointrepresentation, a number is represented internally by a sign bit s (interpreted as plus or minus), an exact integer ... the function prototype of all Numerical Recipes routines that are called by other Numerical Recipes routines internally to the calling routine. (That also makes our routines much more r...

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... 30 Chapter 1. Preliminaries Sample page from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-521-431 08- 5) Copyright (C) 1 988 -1992 by Cambridge University ... be evaluated by summing a finite number of leading terms in its in nite series, rather than all in nity terms. In cases like this, there is an adjustable parameter, e.g., the number of points or of terms, ....

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... interval (a, b).One then evaluates the function at an intermediate point x and obtains a new, smaller bracketing interval, either (a, x) or (x, b). The process continues untilthe bracketing interval ... from NUMERICAL RECIPES IN C: THE ART OF SCIENTIFIC COMPUTING (ISBN 0-521-431 08- 5) Copyright (C) 1 988 -1992 by Cambridge University Press.Programs Copyright (C) 1 988 -1992 by Numerical...

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... than) the square root of your machine’s floating-point precision, since smaller values will gain you nothing. It remains to decide on a strategy for choosing the new point x,given(a, b, c). Suppose ... get a high third point. Our standard routine is this: #include <math.h> #include "nrutil.h" #define GOLD 1.6 180 34 #define GLIMIT 100.0 #define TINY 1.0e-20 #define SHFT(a,b,c,d...

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... your machine’s floating-point precision. #include <math.h> #include "nrutil.h" #define ITMAX 100 #define CGOLD 0. 381 9660 #define ZEPS 1.0e-10 Here ITMAX is the maximum allowed number ... points are collinear, in which case the denominator is zero (minimum of the parabola is in nitely far 10.3 One-Dimensional Search with First Derivatives 405 Sample page from NUMERICAL REC...

Ngày tải lên: 01/07/2014, 09:20