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    Volatility Models: Stochastic volatility

    Why are more complex volatility models required? The answer is simple – because the prices from stochastic engines are not supported by market prices. As a result financial engineers have to recali-brated model parameters every day to the new market data. It is not consistent with an accurate de-scription of the dynamics. The next (but not the last ) step in the volatility models history is the mod-els with stochastic volatility.
    Numerous pricing models that treat the volatility as a stochastic variable have been proposed over the past decade. The introduction of a second stochastic process presents new complexity, it is related to the risk-neutral valuation concept. Because we have two sources of randomness (price and volatility) and the volatility is not a traded asset we must hedge our option with two other contracts, one being the underlying asset as usual, but now we also need another option to hedge the volatility risk.

    <<< Constant elasticity of variance model
    Heston’s stochastic volatility model >>>


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