var_forecast: fix bugs
parent
173de21aa0
commit
c0629b42f0
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@ -23,14 +23,17 @@ function y = var_forecast(name, h, y, fcv)
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% From Matlab backend:
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% >> yt = [0.0600; 33.0000; 0.0300; 22.0000];
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% >> ytm1 = [0.0550; 11.0000; 0.0300; 88.0000];
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% >> var_forecast(M_, 'm1', 1, [yt ytm1])
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% >> var_forecast(M_, 'm1', 2, [yt ytm1], ['a'])
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% >> var_forecast('m1', 1, [yt ytm1])
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% >> var_forecast('m1', 2, [yt ytm1], ['a'])
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%%
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global M_
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%% construct y
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assert(length(y) == length(M_.endo_names));
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assert( ...
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length(y) == length(M_.endo_names) || ... % when called from static model
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length(y) == sum(sum(M_.lead_lag_incidence ~= 0)) ... % when called from dynamic model
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);
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endo_names = cellstr(M_.endo_names);
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yidx = zeros(size(endo_names));
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for i=1:length(M_.var.(name).var_list_)
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@ -38,17 +41,18 @@ for i=1:length(M_.var.(name).var_list_)
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end
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y = y(yidx,:);
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if nargin == 6
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if nargin == 4
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fvidx = strcmp(fcv, endo_names);
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end
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%% load .mat file and rewrite as VAR(1)
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%% load .mat file
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load(name, 'autoregressive_matrices', 'mu');
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if ~exist('autoregressive_matrices', 'var') || ~exist('mu', 'var')
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error([name ' : must contain the variables autoregressive_matrices and mu']);
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end
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assert(h >= 1);
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%% rewrite as VAR(1)
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lm = length(mu);
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lc = length(autoregressive_matrices);
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assert(lc == M_.var.(name).order);
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@ -67,8 +71,9 @@ for i=1:lc
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A(lm*i+1:lm*i+lm, col) = eye(lm, lm);
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end
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end
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mu = [mu; zeros(lm,1)];
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if M_.var.(name).order > 1
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mu = [mu; zeros(lm*M_.var.(name).order-lm, 1)];
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end
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%% Calculate Forecast
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% New Introduction to Multiple Time Series Analysis
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@ -86,7 +91,7 @@ for i=1:h
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end
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y = y(1:lm);
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if nargin == 6
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if nargin == 4
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retidx = find(fvidx & yidx == 1);
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if isempty(retidx)
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return;
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