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Pricing for a vulnerable bull spread options using a mixed modified fractional Hull–White–Vasicek model
by
Djeutcha, Eric
, Sadefo Kamdem, Jules
in
Arbitrage
/ Brownian motion
/ Credit risk
/ Default
/ Financial institutions
/ Hedging
/ Interest rates
/ Mellin transforms
/ Operations research
/ Pricing
/ Risk management
/ Securities prices
/ Stochastic models
/ Stock prices
/ Volatility
2024
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Pricing for a vulnerable bull spread options using a mixed modified fractional Hull–White–Vasicek model
by
Djeutcha, Eric
, Sadefo Kamdem, Jules
in
Arbitrage
/ Brownian motion
/ Credit risk
/ Default
/ Financial institutions
/ Hedging
/ Interest rates
/ Mellin transforms
/ Operations research
/ Pricing
/ Risk management
/ Securities prices
/ Stochastic models
/ Stock prices
/ Volatility
2024
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Do you wish to request the book?
Pricing for a vulnerable bull spread options using a mixed modified fractional Hull–White–Vasicek model
by
Djeutcha, Eric
, Sadefo Kamdem, Jules
in
Arbitrage
/ Brownian motion
/ Credit risk
/ Default
/ Financial institutions
/ Hedging
/ Interest rates
/ Mellin transforms
/ Operations research
/ Pricing
/ Risk management
/ Securities prices
/ Stochastic models
/ Stock prices
/ Volatility
2024
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Pricing for a vulnerable bull spread options using a mixed modified fractional Hull–White–Vasicek model
Journal Article
Pricing for a vulnerable bull spread options using a mixed modified fractional Hull–White–Vasicek model
2024
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Overview
In this paper, in order to serve credit risk management, we introduce a pricing model for a vulnerable Bull Spread options in a Mixed Modified Fractional Hull-White-Vasicek stochastic volatility and stochastic interest rate model. We use Milstein scheme to find the sample paths of asset price and its volatility, and the sample paths of interest rates of asset price movement. We use the double Mellin transform to obtain an analytical vulnerable bull spread call option formula and an analytical vulnerable bull spread put option formula under fractional stochastic volatility and fractional stochastic interest rates.
Publisher
Springer Nature B.V
Subject
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