Carte Risk Neutral Stochastic Implied Volatility Model and Applications Peng() He ()

Risk Neutral Stochastic Implied Volatility Model and Applications

Autor: Peng() He ()
Limbă: engleză
Legare: Carte broșată
Editura: VDM Verlag
Disponibilitate: În depozitul extern
Expediem în 14-21 zile
273.57 lei
The dynamics of smile surface lead practitioner and§researcher to introduce the randomness in the im...

Informații despre carte

Autor
Limbă
engleză
Legare
Carte - Carte broșată
Publicat
2009
Pagini
68
EAN
9783639176261
ISBN
9783639176261
Enbook ID
06262304
Editura
Greutate
134
Dimensiuni
155 x 228 x 4

Descriere completă

The dynamics of smile surface lead practitioner and§researcher to introduce the randomness in the implied§volatility, which is are specific in option markets. §The monograph develops a risk-neutral stochastic At-§the-Money implied volatility model and its §applications. Three characteristics of implied §volatility are presented. After the proper model §setup, the risk-neutral drift term of stochastic §implied volatility is derived, which is necessary to §be no-arbitrage. We proved that the implied §volatility of At-the-Money options mature §immediately should converge to underlying volatility §at the rate of time to maturity, which specifies the §stochastic process of underlying volatility. Monte §Carlo simulation is used to simulate the complex §whole system. Skew curve and terminal underlying §price distribution are studied. The two model §parameters are able to explain market skew phenomena §quite well. Barrier option is priced and future §implied volatility is forecast off the simulation. §The monograph should be helpful for option traders, §and should be especially useful for graduate §students and researcher in financial math field.

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