ASYMPTOTIC PROPERTIES OF TRANSITION PROCESSES IN MARKOV MODELS OF ECONOMIC GROWTH WITH DISCRETE INNOVATIONS
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ASYMPTOTIC PROPERTIES OF TRANSITION PROCESSES IN MARKOV MODELS OF ECONOMIC GROWTH WITH DISCRETE INNOVATIONS
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S042473880000616-6-1
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56-69
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Date of publication
01.01.2009
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Arkin V.I. (1986): Modeli ehkonomicheskoj dinamiki s ehndogenno menyayuschejsya tekhnologiej. Stimuliruyuschie tseny. V sb.: “Issledovaniya po stokhasticheskoj optimizatsii i matematicheskoj ehkonomike”. M.: TsEhMI AN SSSR.
Arkin V.I., Presman Eh.L., Sonin I.M. (1976): Veroyatnostnye modeli ehkonomicheskoj dinamiki s uchetom upravlyaemogo nauchnotekhnicheskogo progressa. V kn.: “Modelirovanie nauchnoCtekhnicheskogo progressa i upravlenie ehkonomicheskimi protsessami v usloviyakh nepolnoty informatsii”. M.: TsEhMI AN SSSR.
Belen'kij V.Z. (1981): Statsionarnye modeli ehkonomicheskoj dinamiki. M.: TsEhMI AN SSSR.
Belen'kij V.Z. (1988): Model' optimal'nogo perekhoda dlya pary gejlovskikh tekhnologij (promezhutochnaya magistral'). V sb.: “Veroyatnost' i matematicheskaya ehkonomika”. M.: TsEhMI AN SSSR.
Belen'kij V.Z., Slastnikov A.D. (1997): Model' optimal'nogo investirovaniya proekta novoj tekhnologii // Ehkonomika i mat. metody. T. 33. Vyp. 3.
Belen'kij V.Z., Smirnov V.N. (2000): Struktura optimal'nogo upravleniya v dvukhparametricheskoj odnomernoj stokhasticheskoj modeli investirovaniya (sluchaj ehksponentsial'nogo raspredeleniya) // Ehkonomika i mat. metody. T. 36. Vyp. 2.
Glaz'ev S.Yu. (2007): O zadachakh strukturnoj politiki v usloviyakh global'nykh tekhnologicheskikh sdvigov // Ehkonomicheskaya nauka sovremennoj Rossii. № 3–4.
Zelikina L.F. (1976): O modelyakh nauchnotekhnicheskogo progressa, opisyvaemykh proizvodstvennymi funktsiyami. V kn.: “Modelirovanie nauchnoCtekhnicheskogo progressa i upravlenie ehkonomicheskimi protsesC sami v usloviyakh nepolnoty informatsii”. M.: TsEhMI AN SSSR.
Zelikina L.F. (1986): Dinamicheskie modeli optimal'nogo zamescheniya tekhnologij. V kn.: “Issledovaniya po stokhasticheskoj optimizatsii i matematicheskoj ehkonomike”. M.: TsEhMI AN SSSR.
Makarov V.L. (2009): Obzor matematicheskikh modelej ehkonomiki s innovatsiyami // Ehkonomika i mat. metody. T. 45. Vyp. 1.
Makarov V.L., Rubinov A.M. (1973): Matematicheskaya teoriya ehkonomicheskoj dinamiki i ravnovesiya. M.: Nauka.
Rubinov A.M. (1980): Superlinejnye mnogoznachnye otobrazheniya i ikh prilozheniya k ehkonomikomatematicheskim zadacham. L.: Nauka.
Slastnikov A.D. (1989): Modeli ehkonomicheskogo rosta so skachkoobrazno menyayuschejsya tekhnologiej: statsionarnyj podkhod. V sb.: “Stokhasticheskoe upravlenie v ehkonomike”. M.: TsEhMI AN SSSR.
Aghion P., Howitt P. (1998): Endogenous Growth Theory. Cambridge: The MIT Press.
Arkin V.I. (1989): Probabilistic Models of Economic Dynamics with Endogeneous Changes of Technology. Working Paper WP89100. Laxenburg: IIASA.
Ghosh A., Kato T., Morita H. (2007): Discrete Innovation, Continuous Improvement, and Competitive Pressure. Discussion Paper № 3132. Bonn: IZA.
Redding S. (2002): Path Dependence, Endogenous Innovation, and Growth // International Econ. Rev. Vol. 43.
Romer P.M. (1986): Increasing Returns and LongRun Growth // J. of Polit. Econ. Vol. 94.
Romer P.M. (1990): Endogenous Technological Change // J. of Polit. Econ. Vol. 98.

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