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java cannonworld.java

// // CannonWorld application, second version of Cannon Game // Described in Chapter 6 of // Understanding Object-Oriented Programming with Java // by Timothy A Budd // Published by Addison-Wesley //
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java cannongame.java

// // CannonGame application // Described in Chapter 6 of // Understanding Object-Oriented Programming with Java // by Timothy A Budd // Published by Addison-Wesley // // see ftp://ftp.cs.orst.edu/pub
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bak narcissus.java.bak

public class Narcissus{ public static void main(String args[]){ int i,j,k,n=100,m=1; while(n
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java narcissus.java

public class Narcissus{ public static void main(String args[]){ int i,j,k,n=100,m=1; while(n
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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 file @f
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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 the
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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 level
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cpp p1070.cpp

#include #include double Vs , R , c , w; int n; int i; main () { scanf ( "%lf %lf %lf %d" , &Vs , &R , &c , &n ); for ( i = 0; i < n; i ++ ) {
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cpp p2486_数学公式.cpp

#include #include int N; double p; main () { while ( scanf ( "%d%lf" , &N , &p ) != EOF ) { printf ( "%.lf\n" , exp ( log ( p ) / N ) + 1e-8 );
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cpp p1904.cpp

#include #include int main() { double D,V; while(scanf("%lf%lf",&D,&V),D||V) printf("%0.3lf\n",pow(D*D*D-V*1.9098593497,1.0/3));//6/PI return 0; }
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