依据江苏、浙江两省最新的投入产出表，对比分析了两省高技术产业的产业关联情况。
This paper compares the status quo of industry relationship between Jiangsu and Zhejiang Province based on the latest input-output table.
用户不需编程便能方便地完成投入产出表的编制，为企业计划管理提供了一种决策工具。
Users can easily work out tables without programming. The GSIO provides a tools of decision making for the plan management in some business.
最后利用江苏省1997年和2002年的投入产出表分析了江苏省经济增长的需求因素。
At the end of this chapter, by using the Input-Output Table 1997 and 2002, this paper analyzes the demand factor of economic growth in Jiangsu Province.
井原健雄。东亚产业结构和物流的最新变化：亚洲国际投入产出表的应用。北九州市立大学大学院。
Takeo Ihara. Recent Changes in Industrial Structure and Logistics of East Asia-An application of Asian International Input-Output Tables. Graduate School of the University of Kitaktyushu.
还具有投入产出相关数据的输入输出、统计、生成投入产出表、直接消耗系数和完全消耗系数功能。
It can input and output data about Input-Output, and create Input-Output table, direct consuming coefficient table, and complete consuming coefficient table by computation.
比较分析中国从1992-2000年投入产出表的时序数据，概括了部门间中间投入系数的变化趋势。
The general trends of the direct input coefficient change are summarized by the comparison of Chinese series input-output tables from 1992 to 2000.
本文对后两种效益进行了理论分析，建立了它们的计算模型，并利用投入产出表给出了它们的计算方法。
In this paper, indirect and complete economic effects are analyzed theoretically. Their calculation model is set up, and their computation equation is proposed by means of input-output model.
本文在借鉴前沿理论的基础上，试图将投入产出表的更新技术——双边比较算法转为结构变化的分析工具。
In this paper, we apply the biproportional approaches method to decompose the changes in Input-Output Structural into column-specific, row-specific, and cell-specific changes.
本文试图结合最近的上海市投入产出表数据，对准确评估上海港口及相关产业的全部经济贡献作一番探讨。
This paper attempts to evaluate the overall economic contributions of Shanghai port and its related industries in an efficient and effective way, with the applications of the latest …
以投入产出分析方法，根据2002年北京市投入产出表，分析2008年北京奥运会对北京市经济的影响。
Based on 2002 input and output table, this paper discussed the effect of 2008 Olympic Games on Beijing economy.
投入产出法是根据我国的投入产出表数据以及表中各数据间的关系，利用投入产出表中的两大恒等关系进行运算的。
So this paper also put forward a calculation method to obtain consumption-based intermediate input data based on input-output table.
对农民隐性负担，我们着重讨论利用劳动力可比价格法测算工农业产品剪刀差和利用投入产出表测算流转税转嫁负担。
Our attention is paid to the implicit burden, and the comparable labor force method and input-output table are employed to measure scissors cross and indirect tax burden respectively.
本文基于投入产出表的交叉熵更新方法，度量并分析了1987-2002年期间中国产业结构的变化，得到以下结论。
The paper measures and analyzes change of China's industrial structure from 1987 to 2002 based on an Input-output table cross entropy updating method. We draw the following conclusions.
投入产出表描述了产品之间的价格组成和产品之间价格的转移。运用投入产出模型测算价格变动的影响是对投入产出表的一种应用。
As you know, the input-output table can be used to describe the price transfer as well as the components of the price between different products.
本文运用1987年中国投入产出表，借助产业前后连锁度和推动与带动系数，对各产业的功能发挥及其在国民经济系统中的地位进行实证分析；
Based on "China 1987 Investment and Output Table", this article does detailed example studies of different industries' roles and positions in the national economy.
本文利用非竞争型投入产出表比较分析了日本在1955—2011年间、中国在1987—2012年间的最终需求和所诱发的产业部门对总产出增长的影响。
The effects of final demand and its induced industries on total output growth are compared and analyzed based on noncompetitive inputoutput data over 1955—2011 of Japan and over 1987—2012 of China.
内容提要本文利用中国1997年、2002年、2007年投入产出表，测算了35个工业部门1997—2008年历年的产业相似度矩阵，并以此为权数构建了衡量产业间技术溢出的指标。
Based on the IO table of year 1997, 2002 and 2007, this paper calculate the industries' similarity matrix and conceive a new variable measuring the inter-industry technology spillover.
相关理论包括区域联合与区际协调论、承载力理论、投入产出潜力理论和资产负债表理论。
Relevant theories include the theory of regional combination and regional coordination, the theory of bearing capacity input-output potential mode and balance sheet mode.
相关理论包括区域联合与区际协调论、承载力理论、投入产出潜力理论和资产负债表理论。
Relevant theories include the theory of regional combination and regional coordination, the theory of bearing capacity input-output potential mode and balance sheet mode.
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