Local volatility surface corresponding to the implied volatility surfacearrow-up-rightLoosely speaking:Local volatility is the instantaneous volatility at time T if the spot is S at that time.Implied volatility is the expected integrated volatility from today up to time T if the spot ends up at S at that time.
Local volatility surface corresponding to the implied volatility surfacearrow-up-right
Loosely speaking:
Local volatility is the instantaneous volatility at time T if the spot is S at that time.
Implied volatility is the expected integrated volatility from today up to time T if the spot ends up at S at that time.
Lecture 1: Stochastic Volatility and Local Volatilityarrow-up-right
Derivation of Local Volatilityarrow-up-right
Note that there is a typo in the article In Dupire's paper, why is (ππ‘,π‘) in the (πΎ,π) space?arrow-up-right
21-256: Implicit partial differentiationarrow-up-right
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