How can I go back and resolve failed attempts?
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Hi everyone, so I have the following code:
clc;
clear;
% Import data
% PD: probability of default
% CM: covariance matrix
% DT: default threshold
PD = xlsread('Data_CIMDO.xlsx','PD');
CM = xlsread('Data_CIMDO.xlsx','COV');
DT = xlsread('Data_CIMDO.xlsx','DT');
Original_PD = PD; %Store original PD
LM_rows = 11; %Expected LM rows
LM_columns = length(PD) %Expected LM columns
LM_FINAL = zeros(LM_rows,LM_columns); %Dimensions of LM_FINAL
for i = 1:length(PD)
PD = Original_PD(:,i);
options = optimset('Display','iter');
x0 = rand(size(PD,1)+1,1);
[LM,fval,exitflag] = fsolve(@(x)ConstLM(x,PD,CM,DT), x0, options);
LM_FINAL(:,i) = LM;
end
Now since the code depends on the initial value (x0) when solving for LM, after one run of the code there are many unsolved values for LM as the initial x0 was incorrectly guessed. So how can I adjust the code such that it keeps running until all LM's have been solved?
Thanks.
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采纳的回答
Jan
2013-8-6
编辑:Jan
2013-8-6
...
for k = 1:100
[LM, fval, exitflag] = fsolve(@(x)ConstLM(x,PD,CM,DT), x0, options);
if exitflag == 1
break;
end
end
if exitflag ~= 1
warning('FSOLVE did not find a solution.');
end
...
I'd prefer such a loop with a maximum loop counter to guarantee that the function stops in finite time.
2 个评论
Walter Roberson
2013-8-7
You can put the
x0 = rand(size(PD,1)+1,1);
before the fsolve() call to use a new starting point each time.
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