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Concept
Market value
Summary
Market value or OMV (Open Market Valuation) is the price at which an asset would trade in a competitive auction setting. Market value is often used interchangeably with open market value, fair value or fair market value, although these terms have distinct definitions in different standards, and differ in some circumstances.
International Valuation Standards defines market value as "the estimated amount for which a property should exchange on the date of valuation between a willing buyer and a willing seller in an arm’s-length transaction after proper marketing wherein the parties had each acted knowledgeably, prudently, and without compulsion".
Market value is a concept distinct from market price, which is "the price at which one can transact", while market value is "the true underlying value" according to theoretical standards. The concept is most commonly invoked in inefficient markets or disequilibrium situations where prevailing market prices are not reflective of true underlying market value. For market price to equal market value, the market must be informationally efficient and rational expectations must prevail.
Mocciaro Li Destri, Picone & Minà (2012) have underscored the subtle but important difference between the firms’ capacity to create value through correct operational choices and valid strategies, on the one hand, and the epiphenomenal manifestation of variations in stockholder value on the financial markets (notably on stock markets). In this perspective, they suggest to implement new methodologies able to bring strategy back into financial performance measures.
Market value is also distinct from fair value in that fair value depends on the parties involved, while market value does not. For example, IVS currently notes fair value "requires the assessment of the price that is fair between two specific parties taking into account the respective advantages or disadvantages that each will gain from the transaction. Although market value may meet these criteria, this is not necessarily always the case.
Official source
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