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논문 기본 정보
- 자료유형
- 학술저널
- 저자정보
- 발행연도
- 2010.6
- 수록면
- 151 - 169 (19page)
- DOI
- 10.18284/jss.2010.06.29.1.151
이용수
초록· 키워드
The Input-Output(IO) model is widely and extensively used in real-world applications and employed in a variety of different areas since it was developed by Wassily Leontief(1906-1999) in the early 1930s. Recently, Gim and Kim(2009) built an Output-Output(OO) model based on the concept of output requirements for output, in comparison to the ΙΟ model. The newly proposed OO model can be readily applied, for example, to the impact analysis for output advantageously and effectively without worrying about the consecutive connection and overestimation problems in the ΙΟ model.
On the basis of the latest research results, the specific objectives of this paper can be summarized as follows.
(1) We analyze the interdependence relationships between final demand ?, total output χ, and final output ο and compare the characteristics and usefulness of the models, such as ΙΟ model, ΟΟ model, and final demand-final output(FF) model, based on a new circulation system of production between variables(?, χ, ο).
(2) We derive meaningful and important economic interpretations from the output requirements matrix for final demand of final output(C<SUB>g</SUB>, C<SUB>f</SUB>), resulting from the decomposition by factors in the Leontief inverse C<SUB>f</SUB>, in the FF model newly developed by the author.
(3) We propose the various cause-and-effect equations which can compute the economically induced effects through the relationships between cause and effect variables. By using the matrix C<SUB>g</SUB>C<SUB>f</SUB> which has the meaning of multi-sector multiplier, we can easily get many different types of the induced effect, which is necessary for solving economic problems and modeling real applications.
On the basis of the latest research results, the specific objectives of this paper can be summarized as follows.
(1) We analyze the interdependence relationships between final demand ?, total output χ, and final output ο and compare the characteristics and usefulness of the models, such as ΙΟ model, ΟΟ model, and final demand-final output(FF) model, based on a new circulation system of production between variables(?, χ, ο).
(2) We derive meaningful and important economic interpretations from the output requirements matrix for final demand of final output(C<SUB>g</SUB>, C<SUB>f</SUB>), resulting from the decomposition by factors in the Leontief inverse C<SUB>f</SUB>, in the FF model newly developed by the author.
(3) We propose the various cause-and-effect equations which can compute the economically induced effects through the relationships between cause and effect variables. By using the matrix C<SUB>g</SUB>C<SUB>f</SUB> which has the meaning of multi-sector multiplier, we can easily get many different types of the induced effect, which is necessary for solving economic problems and modeling real applications.
#Final Demand-Final Output(FF) Model
#Output-Output(OO) Model
#Iuput-Output(IO) Model
#Leontief Inverse Matrix
#Output Requirements Matrix
#Input Requirements Matrix
#Economically Induced Effect
#Complemented General Relation
#Decomposition by Factors
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목차
- Ⅰ. 序論
- Ⅱ. 레온티에프 逆行列의 分解와 誘發效果
- Ⅲ. “最終需要ㆍ最終産出(FF) 模型”의 經濟的 含意
- Ⅲ. “最終需要ㆍ最終産出 模型”과 誘發效果
- Ⅴ. 結論
- 參考文獻
- 〈Abstract〉
참고문헌
참고문헌 신청최근 본 자료
UCI(KEPA) : I410-ECN-0101-2010-305-003192757
