trygbmhaltonbridge.m

来自「Numerical Methods In_Finance And Economi」· M 代码 · 共 13 行

M
13
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function SPaths = TRYGBMHaltonBridge(S0, mu, sigma, T, NSteps, NRepl)
if round(log2(NSteps)) ~= log2(NSteps)
    fprintf('ERROR in GBMBridge: NSteps must be a power of 2\n');
    return
end
dt = T/NSteps;
nudt = (mu-0.5*sigma^2)*dt;
SPaths = zeros(NRepl, NSteps+1);
W = TRYWienerHaltonBridge(T,NSteps,NRepl);
Increments = nudt + sigma*diff(W,1,2);
LogPath = cumsum([log(S0)*ones(NRepl,1) , Increments], 2);
SPaths = exp(LogPath);
Spaths(:,1) = S0;

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