QA527 : Analytical Solutions of Pricing for Options in a Mixed Fractional Hull-White Model Via Lie Symmetries
Thesis > Central Library of Shahrood University > Mathematical Sciences > MSc > 2019
Authors:
Yasaman Azhdari [Author], Elham Dastranj[Supervisor], Abdolhamdi Abodlbaghi Ataabadi[Supervisor], Seyed Reza Hejazi[Advisor]
Abstarct: Among stochastic volatality models, Hall-White model is one of the most important models. In this thesis, a zero coupon bonds pricing is considered under the mixed fractional Hull-White model. To this, the European option pricing under Black-scholes model, the Hall-White model and the fractional Hall-White model, the mixed fractional are presented. In the sequel the option pricing Under the Hall-White model is driven. Finally analytical solutions for option pricing is obtained via Lie symmetry group.
Keywords:
#Power options #Hall-White model #fractional Hall-White model #Mixed fractional Hull-White model #Stochastic volatility #Fast Fourier transform Link
Keeping place: Central Library of Shahrood University
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