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@article{940387, author = {Přibylová, Lenka}, article_location = {Praha}, article_number = {28}, keywords = {Solow model; population growth; stability; chaos}, language = {eng}, issn = {1212-074X}, journal = {Bulletin of the Czech Econometric Society}, title = {The Solow-Swan model generalization with non-constant labor growth rate}, url = {http://ces.utia.cas.cz/bulletin/index.php/bulletin/article/viewFile/182/164}, volume = {18(2011)}, year = {2011} }
TY - JOUR ID - 940387 AU - Přibylová, Lenka PY - 2011 TI - The Solow-Swan model generalization with non-constant labor growth rate JF - Bulletin of the Czech Econometric Society VL - 18(2011) IS - 28 SP - 20-32 EP - 20-32 PB - Czech Econometric Society SN - 1212074X KW - Solow model KW - population growth KW - stability KW - chaos UR - http://ces.utia.cas.cz/bulletin/index.php/bulletin/article/viewFile/182/164 L2 - http://ces.utia.cas.cz/bulletin/index.php/bulletin/article/viewFile/182/164 N2 - Generalization of the neoclassical one-sector Solow-Swan model and its modication of Kaldor-Pasinetti type are introduced. The generalization is due to non-constant labor growth rate. Both continuous-time and discrete-time models are derived. Concrete examples with complex dynamics are presented for models with differential savings of the Kaldor-Pasinetti type and Beverton-Holt and logistic version of the labor dynamics. We found that instabilities and complex dynamics may be driven by the capital{labor ratio dynamics, labor dynamics or both together. ER -
PŘIBYLOVÁ, Lenka. The Solow-Swan model generalization with non-constant labor growth rate. \textit{Bulletin of the Czech Econometric Society}. Praha: Czech Econometric Society, 2011, roč.~18(2011), č.~28, s.~20-32. ISSN~1212-074X.
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