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ON ONE INTEGRO-DIFFERENTIAL EQUATION IN THE PROBLEM OF INCOME DISTRIBUTION
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ON ONE INTEGRO-DIFFERENTIAL EQUATION IN THE PROBLEM OF INCOME DISTRIBUTION
Annotation
PII
S042473880000616-6-1
Publication type
Article
Status
Published
Authors
Khachatur Khachatryan  Aghavard Khachatryan
Edition
Issue №4
Pages
84-96
Abstract
The authors investigate the class of integro-differential equations with variable coeffi cients, which has important applications in econometrics. Prove the existence of one parametric family of its solutions. The structure of the parametric family is described, as well as exponential and normal distribution laws generalized.
Keywords
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Date of publication
01.10.2009
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0
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709
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0.0 (0 votes)
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Arabadzhyan L.G., Engibaryan N.B. (1984): Uravnenie v svertkakh i nelinejnye funktsional'nye uravneniya // Itogi nauki i tekhniki. Seriya “Mat. analiz”. T. 22.
 Kolmogorov A.N., Fomin S.V. (1981): Ehlementy teorii funktsij i funktsional'nogo analiza. M.: Nauka.
 Mandelbrot B. (1960): The Pareto-Levy Law and Distribution of Income // International Econ. Rev. Vol. 1. May.
 Sargan J.D. (1957): The Distribution of Wealth // Econometrica. Vol. 25.

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