It is known that, for any simply connected proper subdomain Omega of the complex plane and any point zeta in Omega, there are holomorphic functions on Omega that have "universal" Taylor series expansions about zeta; that ...
It is known that, for any simply connected proper subdomain Ω of the complex plane and any point ζ in Ω, there are holomorphic functions on Ω that possess “universal” Taylor series expansions about ζ; that is, partial sums ...
We use the control function approach to identify the average treatment effect and the
effect of treatment on the treated in models with a continuous endogenous regressor whose
impact is heterogeneous. We assume a stochastic ...
The known proofs for universal Taylor series do not determine a specific universal
Taylor series. In the present paper, we isolate a specific universal Taylor series by
modifying the proof in [30]. Thus we determine all ...
Dowd, Kevin; Cotter, John(University College Dublin. School of Business. Centre for Financial Markets, 2007-03-11)
Spectral risk measures are attractive risk measures as they allow the user to obtain
risk measures that reflect their risk-aversion functions. To date there has been
very little guidance on the choice of risk-aversion ...
It is known that, for any simply connected proper subdomain Ω of the complex plane and any point ζ in Ω, there are holomorphic functions on Ω that possess ‘universal’ Taylor series expansions about ζ; that is, partial sums ...
This paper introduces the concepts of direct and indirect factor trade utility functions and uses them to derive Marshallian and Hicksian factor content functions, which express the quantities of factors embodied in ...
Dowd, Kevin; Cotter, John(University College Dublin. School of Business. Centre for Financial Markets, 2007-03-20)
Spectral risk measures are attractive risk measures as they allow the user to obtain
risk measures that reflect their subjective risk-aversion. This paper examines spectral risk measures based on an exponential utility ...