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A number of characteristics differentiate real options from financial options. A real option restricts the owner's rights to a specific property at a specific location; the exercise of a real option affects the owner and usually is either irreversible or reversible only at prohibitive cost. Real options, such as development prior to a zoning change that forbids building, may be passive, imposed by outsiders, or exercised by the passing of time without the property owner's action or consent. Mathematically, real options differ from financial options in that the equations used to value options require precise valuations at different points in time and a crucial value for uncertainty (often modeled as variance) that, while generally available for securities, is virtually impossible to secure from real estate markets. With all of these difficulties, the study of real options is still important as a way to think about real estate investment, especially undeveloped land. This analysis describes how land in its undeveloped state may be more valuable in that state while the option remains unexercised. During that time the difference in the two plots illustrates how net present value analysis fails to include option value. This Demonstration shows the way option value and net present value converge to optimize land value and how changes in the input variables change that convergence.

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      EUN,LOM,LRE4,work-cmr-id:397893,http://demonstrations.wolfram.com:http://demonstrations.wolfram.com/RealOptions/,ilox,learning resource exchange,LRE metadata application profile,LRE

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