I'd have to think about it.
By default I'd say that if the interest rate and dividend yield of the underlier is zero, then the risk-free fair price of both the regular and the capped future contracts is precisely $50. As a market maker you add some margin.
But I'll have to think about the fundamentals and *why* the arbitrage-free price is spot * exp((interest - dividend) * time) and check if it still holds for the capped futures. Could make a published article for my currently running math PhD!
By default I'd say that if the interest rate and dividend yield of the underlier is zero, then the risk-free fair price of both the regular and the capped future contracts is precisely $50. As a market maker you add some margin.
But I'll have to think about the fundamentals and *why* the arbitrage-free price is spot * exp((interest - dividend) * time) and check if it still holds for the capped futures. Could make a published article for my currently running math PhD!
