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Optimal timing of relocation
Author(s) -
José Pereira,
Gualter Couto,
Cláudia Nunes
Publication year - 2010
Publication title -
international journal of managerial finance
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.353
H-Index - 25
eISSN - 1758-6569
pISSN - 1743-9132
DOI - 10.1108/17439131011032068
Subject(s) - relocation , poisson distribution , exponential distribution , mathematical optimization , jump , exponential function , volatility (finance) , computer science , renewal theory , econometrics , mathematics , statistics , quantum mechanics , physics , mathematical analysis , programming language
In this paper we tackle the problem of the optimal relocation policy for a firm that faces two types of uncertainty: one about the moments in which new (and more ecient),sites will become available; and the other regarding the degree of eciency,improvement inherent to each one of these new, yet to be known, potential location places. In particular, we derive results concerning the expected optimal timing for relocation, the corresponding volatility and the value of the firm under the optimal relocation policy. Impacts on the final results driven by the characteristics of the firm´s original location site, the market environment and the way in which risk is modeled, are studied numerically. The overall results are in line with economic intuition. Keywords: Globalization, relocation, real options, decision problem, double Poisson process,

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