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📄 merton_jump_diff_call.cc

📁 Financial Recipes
💻 CC
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#include <cmath>#include "fin_recipes.h"double option_price_call_merton_jump_diffusion( double S, 						double X,						double r, 						double sigma, 						double time_to_maturity,						double lambda,						double kappa,						double delta) {    const int MAXN=50;    double tau=time_to_maturity;    double sigma_sqr = sigma*sigma;     double delta_sqr = delta*delta;    double lambdaprime = lambda * (1+kappa);    double gamma = log(1+kappa);    double c = exp(-lambdaprime*tau)*option_price_call_black_scholes(S,X,r-lambda*kappa,sigma,tau);    double log_n = 0;    for (int n=1;n<=MAXN; ++n) {	log_n += log(double(n));	double sigma_n = sqrt( sigma_sqr+n*delta_sqr/tau );	double r_n = r-lambda*kappa+n*gamma/tau;	c += exp(-lambdaprime*tau+n*log(lambdaprime*tau)-log_n)*	    option_price_call_black_scholes(S,X,r_n,sigma_n,tau);    };    return c;};

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