In financial derivatives, an "optionable" asset is one that underlies an option contract. For example, stocks, indices, commodities, and even currencies can be optionable, meaning they serve as the underlying asset for options like calls or puts. The term emphasizes the flexibility and potential for leverage that options provide, as they grant the holder the right—but not the obligation—to buy or sell the underlying asset at a predetermined price (strike price) before or at a specified expiration date.
The idea of optionability is particularly relevant in structured products, where investors may gain exposure to an asset while incorporating hedging or speculative strategies. For instance, an "optionable" bond might refer to a bond that can be converted into an option-like instrument, allowing investors to benefit from price movements without owning the underlying asset outright. This concept is also relevant in the context of synthetic securities, where options are used to replicate the payoff of other financial instruments.
Optionability is influenced by market liquidity and the availability of standardized or customizable options contracts. Highly liquid assets, such as major stock indices or widely traded commodities, are more commonly optionable due to the existence of active options markets. Conversely, less liquid assets may have limited or no optionability, restricting their use in derivative strategies.
The term is often discussed in relation to arbitrage opportunities, where traders exploit price discrepancies between the underlying asset and its corresponding options. For example, if an asset is perceived to be undervalued relative to its options, traders may buy the asset and sell options (a strategy known as "covered calls") to generate income. Conversely, if options are overpriced, traders might sell them to profit from the mispricing.
In summary, "optionable" refers to the ability of an asset to serve as the basis for an options contract, enabling investors to engage in hedging, speculation, or income generation through derivative strategies. Its relevance spans various financial instruments and markets, highlighting the role of options in modern portfolio management.