Cover Image

On Lipschitz Continuity of Policy Functions in Continuous-Time Optimal Growth Models

This paper proves the C1,1 differentiability of the value function for continuous time concave dynamic optimization problems, under the assumption that the instantaneous utility is C1,1 and the initial segment of optimal solutions is interior. From this result, the Lipschitz dependence of optimal solutions on initial data and the Lipschitz continuity of the policy function are derived, by adding an assumption of strong concavity of the integrand
Year of publication:
1999
Authors: Gota, Maria Luisa ; Montrucchio, Luigi
Publisher: [S.l.] : SSRN
Subject: Wachstumstheorie | Growth theory | Optimales Wachstum | Optimal growth | Dynamische Optimierung | Dynamic programming
Description of contents: Abstract [papers.ssrn.com]
Check Google Scholar |
In German libraries (KVK)
I need help

Which error do you want to report?

Report: URL of this record is broken

Please note: Sometimes more than one URL is available for a resource. Please click on "More Options" to display these URLs

Report: Addition of an URL to that resource

Please note: Sometimes more than one URL is available for a resource. Please click on "More Options" to display these URLs

Report: The language(s) of that resource is/are…

Please note: Required language not in the list? Please use comment field

Report: Addition of an identifier to that resource

Report: report typo

Report: Add statement

Report: Add keywords

Please use the commentary box to describe other errors

Would you like to receive a feedback?

Please type the code from the image

For general questions please use this address.

Persistent link: https://www.econbiz.de/10014184255
Similar items by subject
Similar items by person