Stock Option Basics—Option Valuation
Thursday, September 9th, 2010 by Reuben AdvaniIn previous articles, we discussed two types of stock options: calls and puts. The call was used to profit from an upward movement in stock price and the put was used to profit from a downward movement in stock price. Each can be used for hedging purposes or speculative purposes. The greatest challenge in using stock options often stems from determining their valuation. Stock options, in essence, are contracts based on possible outcomes. Given the level of uncertainty associated with them, assigning value based on numerous possible outcomes can be difficult to say the least. Thank goodness for Wall Street quant jocks.
Options have been around for almost as long as trading markets (ancient Greeks and Romans used various forms of options to hedge cargo values). As a result, various methodologies to determine the value of these options evolved. Today, the most widely used method is the Black-Scholes model. This model can be simple to use but difficult to understand. It’s based on a complex algorithm that incorporates the following variables: the current stock price, the strike/exercise price of the option, the risk-free interest rate, the time until maturity and the historic volatility of the stock. In certain instances, other variables such as dividend rates may be used as well. If the information is available, using the Black-Scholes model is simply a matter of plugging numbers into a complex equation which is usually built into a spreadsheet. The result is a number representing the value of the option. However, understanding the equation and the effect the individual inputs have on it is something on which few seem to have a firm grasp.
Nowadays, analysts and traders will gladly use the Black-Scholes model but the overriding complexity of it can deter most from challenging it. As a result, the financial markets are sometimes forced to accept it on blind faith, which can prove troubling during times of financial uncertainty.
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