0DTE options have become increasingly popular among individual traders around the globe. However, while they can be attractive due to the relatively smaller amount of capital required versus longer-dated options, the gamma and theta components of these options can exaggerate changes in their value in both directions based on relatively small and quick moves in the underlying instrument.
Single Stock futures can give traders the capital efficiency that has made 0DTE options attractive without the optionality that requires that the trader not only be directionally “right”, but right in a very short timeframe.
One main difference in the exposure gained through Single Stock futures versus a 0DTE option is the fact that futures have what options traders might refer to as a static delta value. That means if a trader is long one SSF, the exposure is equal to 10 or 100 shares of that stock (depending on which futures contract), regardless of how the price moves. The delta value of a 0DTE option, on the other hand, will change rapidly based on the price moves of the underlying. Therefore, a trader who uses long 0DTE call options to gain long exposure to an individual stock could lose money even if the price of the stock rises.
The following example illustrates the impact that theta and gamma can have on a 0DTE option contrasted with the static delta of a Single Stock futures contract.
Example:
In this example, we looked at slightly out-of-the money call options on Apple stock on May 8, 2026, beginning at 8:30 a.m. CT.
In this example, the 292.50 call option was trading at 1.47 at the open with the underlying stock price at 290.01 per share. The share price of AAPL was rangebound on that day, but ultimately rose from 290.01 to close at 293.32.
At expiration, the value of the call option was simply the closing price of 293.32 minus the 292.50 strike, or .82. In this hypothetical example, the call would have lost .65 or, in dollar terms, $65.00.
Although there are no guarantees that the SSF price change would have been the same as the 3.31 change of the stock, it is reasonable to use this change as a proxy for the hypothetical intra-day move in the Single Stock futures contract as well. Assuming that one long, larger-sized (100x) Single Stock Apple futures contract would have gained $331.00. So, instead of a loss of $65 in the 0DTE option, the SSF would have gained $331.00. The Micro-sized XAAPL at 10 shares would have gained $33.10.
Of course, if the price of AAPL had fallen by 3.31, the loss on the options position would have been limited to the premium paid of $147, while the SSF position would have experienced an unrealized loss of the same $331.
AAPL: 292.50 strike price
Opening price: $1.47
| Time | Delta | Theta | Gamma |
|---|---|---|---|
| 8:30 | 0.5423 | -1.2058 | 0.1153 |
| 9:30 | 0.6998 | -0.5232 | 0.1273 |
| 10:30 | 0.5227 | -0.8451 | 0.1758 |
| 11:30 | 0.5306 | -0.6402 | 0.2256 |
| 12:30 | 0.3558 | -0.3900 | 0.2296 |
| 1:30 | 0.6249 | -0.2799 | 0.3527 |
| 2:30 | 0.8734 | -0.0602 | 0.218 |
SSF: Opened at 290.01 and closed at 293.32 (+3.04/1.05%)
As you can see, Single Stock futures provide traders with another tool with which they can gain short-term exposure or hedge short term risk to the price moves in the share price of individual equities.
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