medium · FRM Part 1 Financial Markets and Products
A clearinghouse uses a SPAN-style margin model. A fund manager is short a deep out-of-the-money equity index put with very low delta and argues it needs minimal initial margin because its delta-equivalent exposure is small.
Why does the clearinghouse nonetheless require substantial initial margin, and which Greek best explains the gap between the manager's delta view and the true tail risk?
- Margin is set from a scenario grid of large joint price and volatility shocks, where the short put's negative gamma and short vega make losses accelerate non-linearly far beyond the linear delta estimate.
- Theta works against the short put position, so the clearinghouse still charges margin to cover the daily time decay premium that the manager must eventually pay the option buyer as expiry nears.
- The put's positive delta on a sharp price drop is offset by a small negative rho, and the clearinghouse conservatively margins the rho exposure that the manager's simple linear delta view completely ignores.
- Vanna alone is captured here: the cross-sensitivity of delta to implied volatility is the only second-order term that SPAN's scenario grid prices, while gamma risk is deliberately excluded from clearing margin.
Sign up free to see the explanation and track your rank →
More FRM Part 1 Financial Markets and Products practice
- If the oil market shifts from backwardation to a persistent contango, which of the followi
- If at the time of delivery S_1 = $72 and F_1 = $74, while the hedge was entered at F_0 =
- According to the standard 'Default Waterfall' of a Central Counterparty (CCP), which layer
- A 'Fallen Angel' is a term used in the bond market to describe:
- A 'long' position in which of the following provides insurance against a rise in prices?
- An American put option is deep in the money. Why might it be optimal to exercise this opti
- If at maturity the futures price were significantly higher than the spot price, what would
- How is the 'swap rate' typically determined at the inception of an interest-rate swap?