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Delta hedging using forward contracts.

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Please someone, elaborate on one complicated issue:

The reading on currency management, 6.3.1 Over-/Under-Hedging Using forward contracts

The section says:     ” a variant of this approach would be to adjust the hedge ratio based on exchange rate movements: to increase the hedge ratio if the base currency depreciated, but decrease the hedge ratio if the base currency appreciated. Essentially, this approach a form of delta heding, that tries to mimic the payoff function of a put option on the base currency……Doing so adds ” convexity” to the portfolio.”

I understand why do we need to under-hedge if we expect the base currency  to appreciate, and vice versa. But I don’t understand the reason to decrease the hedge ratio if the base currency already have appreciated. Also, why the hedge’s payoff function will be a convex curve type?


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