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Investment / Volatility smile / Implied volatility / Swaption / Volatility / Hull–White model / Local volatility / Interest rate derivative / Stochastic volatility / Mathematical finance / Financial economics / Finance


A STOCHASTIC VOLATILITY MODEL FOR BERMUDA SWAPTIONS AND CALLABLE CMS SWAPS CLAUDIO ALBANESE AND MANLIO TROVATO Abstract. It is widely recognized that fixed income exotics should be priced by means of a stochastic volatil
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Document Date: 2014-03-17 15:14:17


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City

London / /

Company

Merrill Lynch / LG / Cox / Lsv / /

Country

Bermuda / /

/

Facility

Imperial College / /

IndustryTerm

ultimate solution / /

Organization

Department of Mathematics / CLAUDIO ALBANESE AND MANLIO TROVATO Department of Mathematics / Imperial College London / /

Person

Piotr Karasinski / Andrew S.Lesniewski / Nicole El Karoui / CLAUDIO ALBANESE / MANLIO TROVATO / Alexey Kuznetsov / Joanne Kennedy / Diana E.Woodward / Nicolas Merener / Rupert Brotherton-Ratcliffe / Black / /

Position

RT / STOCHASTIC VOLATILITY MODEL FOR BERMUDA SWAPTIONS / Fisher / RT RT rt / STOCHASTIC VOLATILITY MODEL FOR BERMUDA SWAPTIONS AND CALLABLE CMS SWAPS / short rate process rt / /

PublishedMedium

Journal of Financial and Quantitative Analysis / Journal of Financial Economics / Financial Analysts Journal / /

Technology

ATM / simulation / /

SocialTag