2009
DOI: 10.1080/00036840701335603
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Real option value and random jumps: application of a simulation model

Abstract: This paper studies how sensitive real option valuations are to incorrect assumptions about the stochastic process followed by the state variables. We design a valuation model which combines Monte Carlo simulation and dynamic programming and provides an appropriate framework to evaluate the effect of estimation errors on both the value of real options and their critical frontier. Although the model is flexible enough to value American-type options contingent on a wide range of stochastic processes, we focus on … Show more

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Cited by 7 publications
(5 citation statements)
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“…An increase in subsidy could lead to high-performance costs for the government and prevents the PPP contract from being successfully completed [46]. Over-valuation caused by not taking into account short-term uncertainty may explain unprofitable projects [27]. From the above statistic, we can see that the government subsidy increased about 115% when the mean value of short-term uncertainty increased to 1, compared with the revenue without the short-term uncertainty.…”
Section: Resultsmentioning
confidence: 91%
See 1 more Smart Citation
“…An increase in subsidy could lead to high-performance costs for the government and prevents the PPP contract from being successfully completed [46]. Over-valuation caused by not taking into account short-term uncertainty may explain unprofitable projects [27]. From the above statistic, we can see that the government subsidy increased about 115% when the mean value of short-term uncertainty increased to 1, compared with the revenue without the short-term uncertainty.…”
Section: Resultsmentioning
confidence: 91%
“…Many papers have concluded that the short-term uncertainty will lead to a value estimation error due to the deviation from the prediction value of the Black-Scholes (BS) model [24][25][26]. According to Bonis, the prediction error is influenced by both the long-term component and short-term component [27]. However, Bonis only considers a zero mean value noise, which does not accord with the practice.…”
Section: Introductionmentioning
confidence: 99%
“…Previous research has focused on the quantitative analysis of risks by using analytic hierarchy process (AHP), Monte Carlo simulation [32], real options method [33], binomial lattice [34], fuzzy set theory [35], etc. in PPP projects.…”
Section: System Dynamics Modelmentioning
confidence: 99%
“…An important point to mention is that business risks are always present, i.e., the operating profits of the firms are subject to fluctuations and vicissitudes in production, marketing, and personal life with or without agroparks. The consequences of these fluctuations and random jumps can be modeled using stochastic methods such as the Monte Carlo simulation, which is widely used in the calculation of business risks (see, e.g., Alonso‐Bonis, Azofra‐Palenzuela, & de la Fuente‐Herrero, 2009; Tziralis, Kirytopoulos, Rentizelas, & Tatsiopoulos, 2009). In short, Monte Carlo simulation relies on repeated random sampling of risk variables (e.g., prices of production inputs and outputs, occurrence of disease) to compute the variability in the results of interest (e.g., operating profit, CO 2 emission).…”
Section: Analyzing the Synergy And Risk Of Agroparksmentioning
confidence: 99%