Delta hedging is a crucial risk management technique used in options trading. It involves implementing trades in the underlying asset to offset the delta of an options position, aiming to make the overall portfolio's delta as close to zero as possible. Delta, one of the 'Greeks' of options, measures the estimated change in an option's price for every one-dollar change in the underlying asset's price. For example, a call option with a delta of 0.50 will theoretically increase by $0.50 for every $1 increase in the underlying stock. A short call option position, therefore, has a negative delta exposure. To delta hedge this, a trader would buy shares of the underlying stock to bring the total delta closer to zero. Conversely, if a trader is long a call option, they might sell shares of the underlying to hedge. The goal of delta hedging is to create a position that is relatively insensitive to small price movements in the underlying asset, thus protecting the portfolio from immediate losses due to adverse price changes. This is particularly important for market makers and large institutional traders who hold significant options inventories and need to manage their exposure efficiently. Because delta changes as the underlying price moves, the volatility changes, and time passes (a phenomenon known as gamma), delta hedging is not a one-time activity but an ongoing, dynamic process that requires continuous adjustments to maintain a delta-neutral state. This re-hedging activity is often referred to as 'rebalancing' the hedge. The frequency and cost of rebalancing depend on factors like gamma and the volatility of the underlying asset. While delta hedging can significantly reduce directional risk, it does not eliminate all risks, as other Greeks like gamma, vega, and theta still impact the portfolio's value.
Being 'delta-neutral' means that an options portfolio's overall delta is approximately zero. This position aims to be insensitive to small price movements in the underlying asset, as gains from one part of the portfolio are offset by losses in another due to price changes.
No, delta hedging is a dynamic and ongoing process. As the price of the underlying asset changes, as time passes, and as volatility fluctuates, the delta of options positions also changes, requiring continuous adjustments to maintain a delta-neutral state.
While delta hedging significantly reduces directional risk from the underlying asset's price movements, it does not eliminate all risks. Other factors like changes in implied volatility (vega risk), time decay (theta risk), and the rate at which delta changes (gamma risk) can still impact the portfolio's value.