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초록· 키워드
Recently, Gim and Kim(1998) showed "the general relation" between the input requirements matrix for final demand Γ<SUP>f</SUP> and the input requirements matrix for output Γ<SUP>g</SUP> in the traditional(open static) input-output model. Furthermore, Gim(2002) also proposed that the output requirements matrix for final demand(or the Leontief inverse) C<SUP>f</SUP> can be decomposed into four different factors. From the decomposition of the matrix C<SUP>f</SUP>, we can get the new output requirements matrix for output C<SUP>g</SUP>. Therefore, we have two different input requirements matrices(Γ<SUP>f</SUP> and Γ<SUP>g</SUP>) and two different output requirements matrices(C<SUP>f</SUP> and C<SUP>g</SUP>).
The study objectives of the present paper can be summarized as follows. (1) We intend to develop various indicators for measuring the linkage effects for the matrices C<SUP>g</SUP>, Γ<SUP>f</SUP> and Γ<SUP>g</SUP>. One of the useful analytical tools developed by P. N. Rasmussen(1957), based upon the forward and backward linkage effects among industries and sectors, was that of the linkage analysis. (2) We can compare the usefulness and characteristics of interindustry linkages for four different input and output requirements matrices
The economic interpretations of the impact and sensitivity coefficients for each requirements matrix are entirely different because the initial changes and its corresponding input(or output) requirements are not the same. The characteristics of four requirements are as follows: (1) the matrix C<SUP>f</SUP>: the total(direct and indirect) output requirements for a given change in final demand; (2) the matrix C<SUP>g</SUP>: the total output requirements for a given change in output; (3) the matrix Γ<SUP>f</SUP>, the total input requirements for a given change in final demand; (4) the matrix Γ<SUP>g</SUP> : the total input requirements for a given change in output.
상세정보 수정요청해당 페이지 내 제목·저자·목차·페이지The study objectives of the present paper can be summarized as follows. (1) We intend to develop various indicators for measuring the linkage effects for the matrices C<SUP>g</SUP>, Γ<SUP>f</SUP> and Γ<SUP>g</SUP>. One of the useful analytical tools developed by P. N. Rasmussen(1957), based upon the forward and backward linkage effects among industries and sectors, was that of the linkage analysis. (2) We can compare the usefulness and characteristics of interindustry linkages for four different input and output requirements matrices
The economic interpretations of the impact and sensitivity coefficients for each requirements matrix are entirely different because the initial changes and its corresponding input(or output) requirements are not the same. The characteristics of four requirements are as follows: (1) the matrix C<SUP>f</SUP>: the total(direct and indirect) output requirements for a given change in final demand; (2) the matrix C<SUP>g</SUP>: the total output requirements for a given change in output; (3) the matrix Γ<SUP>f</SUP>, the total input requirements for a given change in final demand; (4) the matrix Γ<SUP>g</SUP> : the total input requirements for a given change in output.
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목차
- Ⅰ. 序論
- Ⅱ. “一般的 關係”와 誘發係數行列의 誘導
- Ⅲ. 誘發係數行列과 ?業關聯效果
- Ⅳ. ?業聯關效果의 有用性
- Ⅴ. 結論
- 參考文獻
- 〈Abstract〉
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UCI(KEPA) : I410-ECN-0101-2009-305-019545163
