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htm 9-13.htm

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texi specfunc-elljac.texi

@cindex Jacobi elliptic functions @cindex elliptic functions (Jacobi) The Jacobian Elliptic functions are defined in Abramowitz & Stegun, Chapter 16. The functions are declared in the header fil
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texi complex.texi

@cindex complex numbers The functions described in this chapter provide support for complex numbers. The algorithms take care to avoid unnecessary intermediate underflows and overflows, allowing
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texi multifit.texi

@cindex nonlinear least squares fitting @cindex least squares fitting, nonlinear This chapter describes functions for multidimensional nonlinear least-squares fitting. The library provides low l
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h c1.h

// c1.h (程序名) #include #include #include // malloc()等 #include // INT_MAX等 #include // EOF(=^Z或F6),NULL #include // atoi() #inc
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txt test20.txt

#include #include void main() { int x,y,z; double area; cin>>x>>y>>z; area=Area(x,y,z); cout
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lst chap13.lst

listing 1 #include #include int main(void) { double val = -1.0; do { printf("arc cosine of %f is %f\n", val, acos(val)); val += 0.1; } while(val
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c showceil.c

#include #include void main (void) { printf("The value %f ceil %f\n", 1.9, ceil(1.9)); printf("The value %f ceil %f\n", 2.1, ceil(2.1)); }
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c sqrt.c

#include #include void main(void) { double value; for (value = 0.0; value < 10.0; value += 0.1) printf("Value %f sqrt %f\n", value, sqrt(value)); }
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c showcosh.c

#include #include void main (void) { double radians; for (radians = -0.5; radians