SPE Economics & Management
Volume 4,
Number 4,
October 2012,
pp. 204-214
Summary
A simplified version of the Smith and Nau (1995) integrated solution scheme
is applied to the valuation of an oilfield project possessing salvage options
and both private and public uncertainties. It is shown that the computed
valuation is consistent with the definition of the real option price as the
maximum value that could be obtained, without market risk, from an ensemble of
projects that sample the private uncertainty. The attainment of this value
requires an optimal decision strategy and a hedging strategy, both of which are
obtained as a byproduct of the valuation. The interpretation of the obtained
value is validated by forward simulation over an ensemble of projects, by use
of a fully reproducible worked example.
© 2012. Society of Petroleum Engineers
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History
- Original manuscript received:
24 May 2011
- Revised manuscript received:
7 August 2012
- Manuscript approved:
1 September 2012
- Published online:
1 November 2012
- Version of record:
1 November 2012