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Continuous Utility Functions Through Scales

Theory and Decision, 2007
Maria Jesus Campion, Esteban Induráin
exaly  

Continuous representation of interval orders by means of decreasing scales

2006
By using the notion of decreasing scale in the sense of \textit{D.C.J. Burgess} and \textit{M. Fitzpatrick} [Math. Proc. Camb. Phil. Soc. 82, 59--65 (1977; Zbl 0364.54026)], a theorem is proved on the existence of a pair \((U,V)\) of continuous real-valued functions from a topological space \(X\) representing an interval order \(\prec\) on \(X\) (for ...
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Effective Protection and Decreasing Returns to Scale.

American Economic Review, 1973
Berglas, Eitan, Razin, Assaf
openaire  

Taxation and systematic risk under decreasing returns to scale

2006
Lund (2002a) showed in a CAPM-type model how tax depreciation schedules affect required expected returns after taxes. Even without leverage higher tax rates implied lower betas when tax deductions were risk free. Here they are risky, and marginal investment is taxed together with inframarginal in an analytical model of decreasing returns.
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Detailed asymptotic of eigenvalues on time scales

Journal of Difference Equations and Applications, 2009
Juan Pablo Pinasco, Pablo Amster
exaly  

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