📄 s_diversificationcorrelation.m
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% this script shows the diversification effect of correlation in a simplified market of two variables
% see "Risk and Asset Allocation" - Springer (2005), by A. Meucci
clear; close all; clc;
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
E_Low=0.05;
E_High=0.10;
S_Low=0.10;
S_High=0.25;
r=[-1 0 1];
%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%%
figure
% portfolio weights
w=[-0.5: 1/200 : 1.7];
for i=1:length(r)
S=diag([S_Low S_High])*[1 r(i);r(i) 1]*diag([S_Low S_High]);
m=[E_Low E_High]';
E_r=[];
Vol_r=[];
for j= 1:length(w)
u=[w(j) 1-w(j)]';
E_r=[E_r
u'*m];
Vol_r=[Vol_r
sqrt(u'*S*u)];
end
plot(Vol_r, E_r);
hold on
end
grid on
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