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異分散的 攪亂項벡터를 갖는 PIGL엥겔曲線體系의 最尤推定에 관한 硏究

Maximum likehoood estimation of the PIGL engel-curve system with heteroskedastic disturbance vectors

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This paper deals with a procedure to estimate the PIGL Engel-curve system with heteroskedastic disturbance vectors. The estimation method is the maximum likelihood method, and the computational method used for maximizing the generated likelihood function is what is called the search method.

Ⅰ. 序論

Ⅱ. 模型의 表記

Ⅲ. 最尤推定값들을 얻기 위한 探索法

Ⅳ. 結論

참고문헌

Abstract

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