フィルターのクリア

How to interpret the result of AIC-BIC test?

14 ビュー (過去 30 日間)
Hamed Majidiyan
Hamed Majidiyan 2022 年 3 月 11 日
回答済み: Karanjot 2023 年 9 月 29 日
Hi all,
I wanted to set the value of p,q or p,d,q for an ARIMA model using following code, even though I don't know how to interpret the obtained results, so any help would be highly appreciated.
LOGL = zeros(4,4);
PQ = zeros(4,4);
for p = 0:3
for q = 0:3
mod = arima(p,1,q);
[fit,~,logL] = estimate(mod,z,'print',false);
LOGL(p,q) = logL;
PQ(p,q) = p+q;
end
end
LOGL = reshape(LOGL,16,1);
PQ = reshape(PQ,16,1);
[aic,bic] = aicbic(LOGL,PQ+1,100);
mAIC=reshape(aic,4,4)
mBIC=reshape(bic,4,4)
output:
mAIC =
1.0e+04 *
-1.4059 -1.6748 -1.9129 -2.0337
-3.2659 -3.0362 -3.0430 -3.0458
-1.4044 -3.0381 -3.0379 -3.0377
-1.4042 -3.0379 -2.7176 -2.7174
mBIC =
1.0e+04 *
-1.4057 -1.6743 -1.9121 -2.0326
-3.2654 -3.0354 -3.0419 -3.0445
-1.4036 -3.0370 -3.0366 -3.0361
-1.4032 -3.0366 -2.7160 -2.7155

回答 (1 件)

Karanjot
Karanjot 2023 年 9 月 29 日
Hi Hamed,
I understand that you want to learn about interpreting results of AIC-BIC test.
Information criteria rank models using measures that balance goodness of fit with parameter parsimony. For a particular criterion, models with lower values are preferred. Akaike's Information Criterion (AIC) provides a measure of model quality obtained by simulating the situation where the model is tested on a different data set. After computing several different models, you can compare them using this criterion.
The mAIC matrix represents the AIC values for different combinations of p and q, while the mBIC matrix represents the BIC values.
The AIC and BIC are used as model selection criteria in statistics. Lower values indicate better-fitting models. In this case, you can compare the AIC and BIC values within each matrix to identify the combination of p and q that provides the best fit for your ARIMA model.
To learn more about this, please refer to the pages below, especially the ‘More About’ section:
I hope this helps!

カテゴリ

Help Center および File ExchangeConditional Mean Models についてさらに検索

Community Treasure Hunt

Find the treasures in MATLAB Central and discover how the community can help you!

Start Hunting!

Translated by