Publications of Wolfgang Kuhle

Journal Article (8)

2018
Journal Article
Gorelkina, O.; Kuhle, W.: Information Aggregation Through Stock Prices and the Cost of Capital. Journal of Institutional and Theoretical Economics 174 (2), pp. 399 - 420 (2018)
2016
Journal Article
Grafenhofer, D.; Kuhle, W.: Observing Each Other's Observations in a Bayesian Coordination Game. Journal of Mathematical Economics 67, pp. 10 - 17 (2016)
Journal Article
Kuhle, W.: Darwinian Adverse Selection. Algorithmic Finance 5, pp. 31 - 36 (2016)
2015
Journal Article
Kuhle, W.: A Global Game with Heterogenous Priors. Economic Theory Bulletin, pp. 1 - 19 (2015)
2014
Journal Article
Kuhle, W.: The Dynamics of Utility in the Neoclassical OLG Model. Journal of Mathematical Economics 52, pp. 81 - 86 (2014)
Journal Article
Kuhle, W.: The Optimal Structure for Public Debt. Metroeconomica 65, pp. 321 - 348 (2014)
2012
Journal Article
Kuhle, W.: Dynamic Efficiency and the Two-part Golden Rule with Heterogenous Agents. Journal of Macroeconomics 34, pp. 992 - 1006 (2012)
2009
Journal Article
Jaeger, K.; Kuhle, W.: The Optimum Growth Rate for Population Reconsidered. Journal of Population Economics 22, pp. 23 - 41 (2009)

Book (1)

2007
Book
Kuhle, W.: The Optimum Growth Rate for Population in the Neoclassical Overlapping Generations Model. Peter Lang, Frankfurt (2007), 148 pp.

Book Chapter (1)

2017
Book Chapter
Kuhle, W.: Demographic Change and the Rates of Return to Risky Capital and Safe Debt. In: Inequality and Finance in Macrodynamics, Vol. 23, pp. 177 - 190 (Eds. Bökemeier, B.; Greiner, A.) (2017)

Thesis (1)

2010
Thesis
Kuhle, W.: Intertemporal Allocation with Incomplete Markets. 108 pp., University of Mannheim (2010)

Working Paper (3)

2015
Working Paper
Grafenhofer, D.; Kuhle, W.: Observing Each Other's Observations in a Bayesian Coordination Game. (2015), 17 pp.
2013
Working Paper
Gorelkina, O.; Kuhle, W.: Information Aggregation Through Stock Prices and the Cost of Capital. (2013)
2012
Working Paper
Kuhle, W.: The Dynamics of Utility in the Neoclassical OLG Model. (2012)
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