Premium Payments and Interest Rates in Futures-Style Options
Summary
The document explains futures-style settlement for options on futures and contrasts it with the stock-style premium payment described for US options. Under futures-style settlement, opening the position requires no initial cash premium transfer. Instead, account cash is adjusted as the option’s value changes, much as gains and losses are marked to market on a futures position. Under the contrasting approach, the option buyer pays the premium when entering the trade and receives no daily value adjustment in that manner.
It also clarifies the claim that interest rates are irrelevant: in the explanation provided, futures-style option valuation does not use the discounting calculation applied when a premium is paid upfront. The answer uses a simple price-change example to illustrate daily cash flows. It is a concise conceptual account, not a full pricing treatment; contract rules and market conventions may vary, and it does not address margin requirements or every source of interest-rate exposure.
Key ideas
- Futures-style settlement does not require an upfront cash premium when an option trade is opened.
- Changes in option value result in cash credits or debits through daily settlement.
- Stock-style settlement involves paying the option premium at entry.
- The described futures-style valuation omits the upfront-premium discounting step, though the discussion is not a complete pricing model.
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# Why does Natenberg say that when future options with future-type settlement are traded, no money changes hands? # Why does Natenberg say that when future options with future-type settlement are traded, no money changes hands? I feel I am fundamentally misunderstanding something when it comes to options on futures. On the bottom of page 98 of 2nd edition Option volatility and Pricing by Natenberg he says: "In the US, options on futures are subject to stock-type settlement, while outside the US, options on futures are usually subject to futures-type settlement. In the latter case, no money changes hands when either the option or the underlying futures contract is traded. Consequently, interest rates become irrelevant" So there are several things that are unclear to me about this statement. He seems to suggest that when future-type settlement is used for future options, a future options contract can be entered into without any cash changing hands. But how does that make sense? I obtain an options contract which gives me a right but no obligation without paying for the priviledge? Also, what does future-type settlement mean for options? In my understanding it is the following: If tomorrow the intrinsic value of my option increases, then I receive a credit and the party who is long the option incurs a debt. And so on, where each day the difference is settled. But then doesn't this mean that changes in the interest rates do affect futures--type settled future options, as receiving a debt or credit tomorrow will hurt differently depending on the interest. I think these are likely noob questions, I hope someone can clear up the confusion for me. Thanks ## Answer by dm63 (score 3) https://quant.stackexchange.com/a/74165 This isn’t too tricky. First what is the meaning of futures-type settlement. It means that when you transact , no cash changes hands. This is what happens when you enter a futures contract. So if you ‘buy’ futures at 101.45, say, no cash changes hands. If the next day the contract closes at 102.00, you will see cash being added to your account. Likewise, if in Europe there is an options contract that trades at 0.30, you can ‘buy’ it without any cash changing hands. If it closes at 0.35 the next day, money moves into your account. In contrast , in the US, options contracts don’t work like that. In the US you would have to send 0.30 to the exchange , and you don’t get anything back until the option expires or you sell it. Much like a regular OTC option. What about the comment that ‘interest rates don’t matter’. The point here is that in the US, you need a discount rate to value the option (you have invested money from now until expiration). In Europe, you do not. There’s no discounting calculation in the valuation formula of the futures-style options.
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