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    생산특성 및 효율성 분석을 위한 거리함수의 추정방법 비교 = A Comparison of Distance Function Estimation Methods for Analyzing Production Characteristics and Efficiency

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    https://www.riss.kr/link?id=A103820826

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    Distance function introduced by Shephard (1953) can be used to describe multi-inputs
    multi-outputs production technologies without price information. Estimated distance
    functions have been used for analyzing the economies of scale, the substitutability of
    inputs and outputs, the shadow prices of inputs and outputs, the tehcnical and allocative
    efficiencies of production organizations. Distance functions can be estimated using
    several techniques which include corrected ordinary least squares (COLS), stochastic
    frontier analysis (SFA), linear programming model (LPM), and quadratic programming
    model (QPM). In this paper we compared the merits and demerits of the four distance
    function estimation methods from a theoretical standpoint. Also we applied the
    estimation methods to the real data set used in some previous studies and we observed
    a guideline which allow researchers to select an appropriate distance function estimation
    method.
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    Distance function introduced by Shephard (1953) can be used to describe multi-inputs multi-outputs production technologies without price information. Estimated distance functions have been used for analyzing the economies of scale, the substitutabilit...

    Distance function introduced by Shephard (1953) can be used to describe multi-inputs
    multi-outputs production technologies without price information. Estimated distance
    functions have been used for analyzing the economies of scale, the substitutability of
    inputs and outputs, the shadow prices of inputs and outputs, the tehcnical and allocative
    efficiencies of production organizations. Distance functions can be estimated using
    several techniques which include corrected ordinary least squares (COLS), stochastic
    frontier analysis (SFA), linear programming model (LPM), and quadratic programming
    model (QPM). In this paper we compared the merits and demerits of the four distance
    function estimation methods from a theoretical standpoint. Also we applied the
    estimation methods to the real data set used in some previous studies and we observed
    a guideline which allow researchers to select an appropriate distance function estimation
    method.

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    참고문헌 (Reference)

    1 Blackorby, C., "Will the Real Elasticity of Substitution Please Stand Up? (A Comparison of the Allen/Uzawa and Morishima Elasticities)" 79 (79): 882-888, 1989

    2 Banker, R. D., "The Use of Categorical Variables in Data Envelopment Analysis" 32 (32): 1613-1627, 1986

    3 Lee,M., "The Shadow Price of Substitutable Sulfur in the US Electric Power Plant: A Distance Function Approach" 77 (77): 104-110, 2005

    4 Alene, A. D., "The Production Efficiency of Intercropping Annual and Perennial Crops in Southern Ethiopia:A Comparison of Distance Functions and Production Frontiers" 91 (91): 51-70, 2006

    5 Blackorby, C., "The Morishima Elasticity of Substitution: Symmetry, Consistency, Separability, and its Relationship to the Hicks and Allen Elasticity" 48 (48): 147-158, 1981

    6 Farrell,M.J., "The Measurement of Productive Efficiency" 120 (120): 253-281, 1957

    7 Drake, L., "The Measurement of English and Welsh Police Force Efficiency: A Comparison of Distance Function Models" 147 (147): 165-186, 2003

    8 Ba?s-Pino, J., "The Allocative Efficiency Measure by means of a Distance Function:The Case of Spanish Public Railways" 137 (137): 191-205, 2002

    9 Coelli, T., "Technical Efficiency of European Railways: A Distance Function Approach" 32 (32): 1967-1976, 2000

    10 Uri,N.D., "Technical Efficiency in Telecommunications in the United States and the Impact of Incentive Regulation" 27 (27): 53-67, 2003

    1 Blackorby, C., "Will the Real Elasticity of Substitution Please Stand Up? (A Comparison of the Allen/Uzawa and Morishima Elasticities)" 79 (79): 882-888, 1989

    2 Banker, R. D., "The Use of Categorical Variables in Data Envelopment Analysis" 32 (32): 1613-1627, 1986

    3 Lee,M., "The Shadow Price of Substitutable Sulfur in the US Electric Power Plant: A Distance Function Approach" 77 (77): 104-110, 2005

    4 Alene, A. D., "The Production Efficiency of Intercropping Annual and Perennial Crops in Southern Ethiopia:A Comparison of Distance Functions and Production Frontiers" 91 (91): 51-70, 2006

    5 Blackorby, C., "The Morishima Elasticity of Substitution: Symmetry, Consistency, Separability, and its Relationship to the Hicks and Allen Elasticity" 48 (48): 147-158, 1981

    6 Farrell,M.J., "The Measurement of Productive Efficiency" 120 (120): 253-281, 1957

    7 Drake, L., "The Measurement of English and Welsh Police Force Efficiency: A Comparison of Distance Function Models" 147 (147): 165-186, 2003

    8 Ba?s-Pino, J., "The Allocative Efficiency Measure by means of a Distance Function:The Case of Spanish Public Railways" 137 (137): 191-205, 2002

    9 Coelli, T., "Technical Efficiency of European Railways: A Distance Function Approach" 32 (32): 1967-1976, 2000

    10 Uri,N.D., "Technical Efficiency in Telecommunications in the United States and the Impact of Incentive Regulation" 27 (27): 53-67, 2003

    11 Sueyoshi,T., "Stochastic Frontier Production Analysis:Measuring Performance of Public Telecommunications in 24 OECD Countries" 74 (74): 466-478, 1994

    12 Kumbhakar, S. C., "Stochastic Frontier Analysis" Cabridge University Press 2000

    13 Lovell, C. A. K., "Resources and Functionings: A New View of Inequality in Australia ; Models and Measurement of Welfare and Inequality" Springer-Verlag 787-807, 1994

    14 Hattori,T., "Relative Performance of U.S.and Japanese Electricity Distribution:An Application of Stochastic Frontier Analysis" 18 (18): 269-284, 2002

    15 Ganley, J. A., "Public Sector Efficiency Measurement: Applications of Data Envelopment Analysis" North-Holland 1992

    16 Althin, R., "Profitability and Productivity Changes:An Application to Swedish Pharmacies" 66 (66): 219-230, 1996

    17 Orea,L., "Parametric Decomposition of a Generalized Malmquist Productivity Index" 18 (18): 5-22, 2002

    18 Jondrow, J., "On the Estimation of Technical Inefficiency in the Stochastic Frontier Production Function Model" 19 (19): 233-238, 1982

    19 Grosskopf, S., "On the Determinants of School District Efficiency:Competition and Monitoring" 49 (49): 453-478, 2001

    20 F?e, R., "Multi-output Production and Duality: Theory and Applications" Kluwer Academic Publishers 1995

    21 Varian,H.R., "Microeconomic Analysis, Third Edition" W.W.Norton & Company 1992

    22 Cuesta, R. A., "Mergers and Technical Efficiency in Spanish Savings Banks: A Stochastic Distance Function Approach" 26 (26): 2231-2247, 2002

    23 Uri,N.D., "Measuring the Impact of Incentive Regulation on Technical Efficiency in Telecommunications in the United States" 28 (28): 255-271, 2004

    24 Mensah, Y. M., "Measuring Production Efficiency in a Not-for-profit Setting: An Extension" 68 (68): 66-88, 1993

    25 Sueyoshi,T., "Measuring Efficiencies and Return to Scale of Nippon Telegraph & Telephone in Production and Cost Analyses" 43 (43): 779-796, 1997

    26 최태성, "Matlab을 활용한 확률프론티어분석의 실행" 21 (21): 25-49, 2007

    27 Grosskopf, S., "Local Public Sector Bureaucrats and Their Input Choices" 33 (33): 151-166, 1993

    28 Chiang,A.C., "Fundamental Methods of Mathematical Economics,Third Edition" McGraw-Hill Inc. 1984

    29 Aigner, D., "Formulation and Estimation of Stochastic Frontier Production Function Models" 6 (6): 21-37, 1977

    30 Aida, K., "Evaluating Water Supply Services in Japan with RAM:A Range-adjusted Measure of Inefficiency" 26 (26): 207-232, 1998

    31 Grosskopf, S., "Estimating Output Substitutability of Hospital Services:A Distance Function Approach" 80 (80): 575-587, 1995

    32 Hailu, A., "Environmentally Sensitive Productivity Analysis of the Canadian Pulp and Paper Industry,1959-1994:An Input Distance Function Approach" 40 (40): 251-274, 2000

    33 Murty, M. N., "Environmental Regulation, Productive Efficiency and Cost of Pollution Abatement: A Case Study of the Sugar Industry in India" 79 (79): 1-9, 2006

    34 Meeusen, W., "Efficiency Estimation from Cobb-Douglas Production Functions with Composed Error" 18 (18): 435-445, 1977

    35 M?sson,J., "Economies of Scale in the Swedish Sawmill Industry" 9 (9): 169-2003, 2003

    36 Coelli, T., "Diversification Economies and Specialisation Efficiencies in a Mixed Food and Coffee Smallholder Farming System in Papua New Guinea" 31 (31): 229-239, 2004

    37 Winsten,C.B., "Discussion on Mr.Farrell's Paper" 120 (120): 282-284, 1957

    38 Herrero,I., "Different Approaches to Efficiency Analysis. An Application to The Spanish Trawl Fleet Operating in Moroccan Waters" 167 (167): 257-271, 2005

    39 F?e, R., "Derivation of Shadow Prices for Undesirable Outputs: A Distance Function Approach" 75 (75): 374-380, 1993

    40 Br?mer, B., "Decomposition of Productivity Growth Using Distance Functions: The Case of Dairy Farms in Three European Countries" 84 (84): 628-644, 2002

    41 Kao,C., "Data Envelopment Analysis in Resource Allocation:An Application to Forest Management" 31 (31): 1059-1066, 2000

    42 Rhodes,E.L., "Data Envelopment Analysis and Related Approaches for Measuring the Efficiency of Decision Making Units With An Application to Program Follow Through in U.S. Education" Carnegie-Mellon University School of Urban and Public Affairs Pittsburg Penn 1978

    43 Shephard,R.W., "Cost and Production Functions,Princeton" Princeton University Press 1953

    44 Coelli, T., "Comparison of Parametric and Non-parametric Distance Functions: With Application to European Railways" 117 : 326-339, 1999

    45 F?e, R., "Characteristics of a Polluting Technology:Theory and Practice" 126 (126): 469-492, 2005

    46 Grosskopf, S., "Budget-Constrained Frontier Measures of Fiscal Equality and Efficiency in Schooling" 79 (79): 116-124, 1997

    47 Coelli, T., "An Introduction to Efficiency and Productivity Analysis" Springer 2005

    48 Fuentes, H. J., "A Parametric Distance Function Approach for Malmquist Productivity Index Estimation" 15 (15): 79-94, 2001

    49 Charnes, A., "A Goal Programming/Constrained Regression Review of the Bell System Breakup" 34 (34): 1-26, 1988

    50 F?e, R., "A Distance Function Approach to Price Efficiency" 43 (43): 123-126, 1990

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    기준연도 WOS-KCI 통합IF(2년) KCIF(2년) KCIF(3년)
    2016 0.78 0.78 0.8
    KCIF(4년) KCIF(5년) 중심성지수(3년) 즉시성지수
    0.77 0.76 1.06 0.16
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