| 期刊論文1. | Liang, Chi-yuan(19830900)。A Study on the Translog Model of Aggregate Consumer Demand for Energy in Taiwan。經濟論文,11(2),167-218。 | 2. | 李庸三(19760300)。人口因素對臺灣家庭消費型態之影響--民國53年臺灣家庭收支調查報告之計量分析。經濟論文,4(1),9-49。 延伸查詢 | 3. | Barten, A. P.(1969)。Maximum Likelihood Estimation of a Complete System of Demand Equations。European Economic Review,1,7-73。 | 4. | Christensen, L. R.、Jorgenson, D. W.、Lau, L. J.(1975)。Transcendental Logarithmic Utility Functions。American Economic Review,65(3),367-383。 | 5. | Pollak, Robert A.、Wales, Terence J.(1980)。Comparison of the Quadratic Expenditure System and Translog Demand Systems with Alternative Specifications of Demographic Effects。Econometrica,48(3),595-612。 | 6. | Byron, R. P.(1970)。The Restricted Aitken Estimation of Sets of Demand Relations。Econometrica,38,816-830。 | 7. | Theil, Henri(1969)。A Multinomial Extension of the Linear Logit Model。International Economic Review,10(3),251-259。 | 8. | Brown, J. Alan C.、Deaton, Angus(1972)。Surveys in Applied Economics: Models of Consumer Behaviour。Economic Journal,82(328),1145-1236。 | 9. | Lau, Lawrence、Lin, Wuu-long、Yotopoulus, Pan A.(1978)。The Linear Logarithmic Expenditure System: An Application To Consumer-Leisure Choice。Econometrica,46(4),843-868。 | 10. | Pollak, Robert A.、Wales, Terence J.(1978)。Estimation of Complete Demand Systems from Household Budget Data: The Linear and Quadratic Expenditure System。American Economic Review,68(3),348-359。 | 研究報告1. | Tyrrell, Tim、Mount, Tim(1978)。An Application of The Multinomial Logit Model To the Allocation of Budgets in the U.S. Consumer Expenditure Survey for 1972。 | 圖書1. | Klevmarken, N. A.(1981)。On the Complete Systems Approach to Demand Analysis。The Industrial Institute for Economic and Social Research。 | 2. | Pindyck, R. S.、Rubinfeld, D. L.(1976)。Econometric Models and Economic Forecasts。McGraw-Hill Book Company。 | 單篇論文1. | Mount, Tim,Considine, Tim(1980)。A Discussion of How the Constraints on Elasticity Values Derived From Economic Theory Can Be Imposed on a Specific Form of the Multinomial Logit Function。 | |