From Make-Use to Symmetric I-O Tables: An Assessment of Alternative Technology Assumptions Jiemin Guo, Ann M. Lawson, and Mark A. Planting Bureau of Economic.

Slides:



Advertisements
Similar presentations
Statistical Approaches to Balancing National Accounts Brent R. Moulton OECD, Working Party on National Accounts, Paris October 5, 2007.
Advertisements

Relationship and Consistency between BEAs Industry and National Economic Accounts Jiemin Guo OECD-NBS Workshop Beijing, China September 21-24, 2007.
Scottish Input-Output Tables
United Nations Statistics Division/DESA
Slide Slide 1 Copyright © 2007 Pearson Education, Inc Publishing as Pearson Addison-Wesley. Lecture Slides Elementary Statistics Tenth Edition and the.
The Simplex Method The geometric method of solving linear programming problems presented before. The graphical method is useful only for problems involving.
(ex) Consider a plant with
Global Manufacturing and Measurement Issues Raised by the iPhone Robert E. Yuskavage Jennifer Ribarsky May 6, 2011.
TSCAPE: A Time Series of Consistent Accounts for Policy Evaluation Edward J. Balistreri Alan K. Fox U.S. International Trade Commission Washington, DC.
CHE 185 – PROCESS CONTROL AND DYNAMICS PID CONTROL APPLIED TO MIMO PROCESSES.
Aberystwyth 3rd meeting, October 27, 06 1 CARERA The Impact of CAP Reform on the Employment Levels in Rural Areas Description of I-O regionalization methodology:
Structural Change in the Washington State Economy: Evidence from Seven Input-Output Models William B. Beyers Department of Geography University of Washington.
Statistics II: An Overview of Statistics. Outline for Statistics II Lecture: SPSS Syntax – Some examples. Normal Distribution Curve. Sampling Distribution.
Chapter 9 Social Accounting Matrices 社会核算矩阵 Section 1 The input-output tables in the system of SNA 第一节 SNA 中的投入产出表 Section 2 Social Accounting Matrices.
A Framework for Financial Statement Analysis Chapter 11.
Business Forecasting Chapter 5 Forecasting with Smoothing Techniques.
United Nations Statistics Division/DESA International Recommendations for the Index of Industrial Production (IIP)
Measures of Central Tendency U. K. BAJPAI K. V. PITAMPURA.
Association between Variables Measured at the Nominal Level.
LINEAR PROGRAMMING SIMPLEX METHOD.
Manufacturer’s Outsourcing to Employment Services Matthew Dey, BLS Susan Houseman, Upjohn Institute Anne Polivka, BLS Presentation for 2008 World Congress.
Hypothesis Testing.
African Centre for Statistics United Nations Economic Commission for Africa Chapter 11: Chapter 11: Supply and use tables to input-output tables Ramesh.
Barnett/Ziegler/Byleen Finite Mathematics 11e1 Review for Chapter 4 Important Terms, Symbols, Concepts 4.1. Systems of Linear Equations in Two Variables.
SAMS AND MICRO-DATA: NEW AREAS OF RESEARCH Paul Schreyer OECD IIOA Towards New Horizons of Innovation, Environment and Trade Kitakyushu July 2013.
TEMPLATE DESIGN © The economic impact of a limitation on production in a linear programming input-output model Wolfgang.
Basic concept Measures of central tendency Measures of central tendency Measures of dispersion & variability.
Backcasting United Nations Statistics Division. Overview  Any change in classifications creates a break in time series, since they are suddenly based.
ConAccount Meeting 11-12th October 04, Zurich Andrea Stocker Sustainable Europe Research Institute (SERI) Modelling Changes in Resource Use of the Austrian.
CHAPTER 11 SECTION 2 Inference for Relationships.
1 PPPs for Industry Output: A New Dataset for International Comparisons Bart van Ark, Marcel Timmer and Gerard Ypma Groningen Growth and Development Centre.
The Widening Income Dispersion in Hong Kong: 1986 – 2006 LUI Hon-Kwong Dept of Marketing & International Business Lingnan University (March 14, 2008)
The Canadian Approach To Compiling Emission Projections Marc Deslauriers Environment Canada Pollution Data Division Science and Technology Branch Projections.
12/4/2015 National Institute of Statistics of Rwanda 1 SYSTEM OF NATIONAL ACCOUNTS IMPLEMENTATION OF 2008 SNA.
African Centre for Statistics United Nations Economic Commission for Africa Handbook on Supply and Use Table: Compilation, Application, and Good Practices.
1 Dilemmas in energy consumption, international trade and employment: Analysing the impact of embodied energy in traded goods on employment China University.
Look at interrelationships between industries in a given economy. A sector of the economy will use resources from itself and other sectors in its production.
Chapter 15 The Chi-Square Statistic: Tests for Goodness of Fit and Independence PowerPoint Lecture Slides Essentials of Statistics for the Behavioral.
Data Collection on Factoryless Goods Producers and Global Production Brent Moulton (with Maria Borga) Group of Experts on National Accounts.
INTERREGIONAL TRADE- PATTERN AND CHALENGES Kusuma Agung Handaka
Copyright ©2015 Pearson Education, Inc. All rights reserved.
Database, data quality and construction method Natalya Tourdyeva (CEFIR)
United Nations Statistics Division Dissemination of IIP data.
African Centre for Statistics United Nations Economic Commission for Africa Expert Group Meeting to review the “Handbook on SUT: Compilation, Application.
Slide Copyright © 2009 Pearson Education, Inc. 7.4 Solving Systems of Equations by Using Matrices.
STATISTICAL UNITS IN DESCRIBING THE PRODUCTION PROCESS: MAIN ISSUES Peter van de Ven Head of National Accounts OECD Advisory Expert Group on National Accounts.
1 Determining How Costs Behave. 2 Knowing how costs vary by identifying the drivers of costs and by distinguishing fixed from variable costs are frequently.
Errors in Type II IO Multiplier Values Tobias Emonts-Holley, Andrew Ross and Kim Swales Fraser of Allander Institute Economics Department University of.
Doc.RNDr.Iveta Bedáňová, Ph.D.
Simultaneous Reconciliation of a Large Disaggregated Time Series of Accounts with an Application to the U.S. Input-Output Accounts Baoline Chen1 Tommaso.
13th OECD-NBS Workshop on National Accounts
The application of Supply and Use Tables
Mathematical Models of Systems Objectives
Accuracy Assessment of Thematic Maps
SUTs – data sources and bridge tables
Elementary Statistics
General features of the system of the European System of Accounts (ESA 2010) THE CONTRACTOR IS ACTING UNDER A FRAMEWORK CONTRACT CONCLUDED WITH THE COMMISSION.
Present Status of Chinese Input-Output Tables
Chapter 4 Systems of Linear Equations; Matrices
Lial/Hungerford/Holcomb/Mullins: Mathematics with Applications 11e Finite Mathematics with Applications 11e Copyright ©2015 Pearson Education, Inc. All.
Calculation of Raw material Equivalents (RME) for EU-27
One-Way Analysis of Variance
SUTs – data sources and bridge tables
Statistics II: An Overview of Statistics
Input-output tables THE CONTRACTOR IS ACTING UNDER A FRAMEWORK CONTRACT CONCLUDED WITH THE COMMISSION.
Chapter 4 Systems of Linear Equations; Matrices
Chapter 26 Comparing Counts.
General features of the system of the European System of Accounts (ESA 2010) THE CONTRACTOR IS ACTING UNDER A FRAMEWORK CONTRACT CONCLUDED WITH THE COMMISSION.
Item 24a: Symmetrical input/output tables
Input-output tables Robin Lynch
Presentation transcript:

From Make-Use to Symmetric I-O Tables: An Assessment of Alternative Technology Assumptions Jiemin Guo, Ann M. Lawson, and Mark A. Planting Bureau of Economic Analysis U.S. Department of Commerce October, 2002

Overview  From Leontief model to UN make-use model  Two basic technology assumptions  BEA two-step mixed assumption approach  Assessments and evaluations

Background, Issues, and Past Research  Two Input-Output Models  Leontief Model (symmetric)  Make-Use Model (asymmetric) Two assumptions  Commodity Technology Assumption (CTA)  Industry Technology Assumption (ITA); Over view of past research

Treatment of Secondary Product in the U.S. Input-Output Accounts  U.S. compiles I-O accounts using make-use format since 1972 benchmark tables;  BEA uses a two-step “mixed” technology assumption to create symmetric tables;  Step one – “redefinition process”, under commodity technology assumption (CTA);  Step two – Transfer remaining secondary products mechanically, using ITA.

Data For 1992 US benchmark I-O tables, there are two data sets –Alternative make-use tables (Before redefinitions) –Traditional make-use tables (after redefinitions)

Total Output, Primary Products, and Secondary Products Secondary products consist 7% of total output before redefinition; About 1/3 of secondary products were moved to their primary products, based on CTA; The remaining 2/3 secondary products are treated as homogeneous within producing industries, therefore will be transferring to there respective producing industries mechanically, using ITA.

Tests to Evaluate Procedures Alternative procedures Table 4.–Alternative Procedures Examined for Redefining Secondary Products

Tests to Evaluate Procedures (Cont.) The following tests were performed using these procedures:  Comparison of the differences in total output multipliers resulting from procedures I A and I T;  Comparison of the differences in total output multipliers resulting from procedures C A and C T ;  Comparison of the numbers and sizes of negative elements resulting from C T with to C A in the total requirements matrices are compared.

K Index  Ki describes commodity i in terms of its dominance in its primary producing industry and in other industries. It is expressed as Ki = q i /g i Measuring the Complexity of a product in terms of it’s primary and secondary product composition

Empirical Results  Differences in Total Output Multipliers Table 5.–Differences in Total Output Multipliers Resulting from Procedure I T (BEA Method) vs. Procedure I A and from Procedure C T vs. Procedure C A

Empirical Results (cont.)  Changes in Negative Cells Table 7.--Numbers and Sums of Values of Negative Coefficients in the Total Requirements Matrices Resulting from Procedure C A and Procedure C T

Empirical Results (cont.)  K Values and Sources of Negatives from CTA  The top negative values from CTA are linked to high or low K values  A concentration in the input sectors (columns) with the largest negative coefficients was found, such as Radio and TV broadcasting and Newspapers, which have the lowest K values among over 400 products  The sectors with larger than 1.0 K values appeared most frequently in the rows (supplying).

Conclusions  Conclusions  For 1992, the U.S. Benchmark I-O Accounts show that secondary products represented only about 7 percent of total gross output ($739 billion out of total $10,054 billion);  The choice of method does not greatly affect the total multipliers for economic-impact analyses.  For some commodities and industries, the choice between BEA’s two-step method and a one-step method does make a large difference.

Conclusions (cont.)  Disagreement about what causes negative values to occur and what methods can be used to produce “ideal” results without negative values.  Test results suggest that hand redefinitions of nonhomogeneous secondary products, using the CTA, can reduce the frequency of negative values, compared with using the CTA to transfer all secondary products mechanically.  Most large negative values in the total requirements matrices, resulting from the CTA, are related to secondary products that represent either a large proportion of an industry’s total output or of a commodity’s total output.

Recommendations for Future Study  Has the BEA identified those secondary products that require hand adjustments, using the CTA, from all other secondary products that require only a mechanical transfer, is appropriate, using the ITA? If the hand adjustments, using the CTA, results in only a 10 percent reduction in the frequency of negative values, is this an indicator that additional secondary products require hand adjustments?  If a hybrid solution is optimal for handling secondary products, is there an effective test to distinguish between those secondary products that require hand adjustments, using the CTA, and all other secondary products for which the mechanical transfer, using the ITA, is more appropriate?  Are large negative values resulting from the CTA indicators that classification and/or measure errors have occurred in the original data— that is, that the source data should be re-examined?