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Valuation of convertible bond based on uncertain fractional differential equation
by
Wang, Weiwei
, Ralescu, Dan A
, Zhang, Panpan
in
Convertible bonds
/ Criteria
/ Differential equations
/ Expected values
/ Fractional calculus
/ Interest rates
/ Parameter estimation
/ Securities prices
/ Stochastic models
/ Uncertainty analysis
/ Valuation
2024
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Valuation of convertible bond based on uncertain fractional differential equation
by
Wang, Weiwei
, Ralescu, Dan A
, Zhang, Panpan
in
Convertible bonds
/ Criteria
/ Differential equations
/ Expected values
/ Fractional calculus
/ Interest rates
/ Parameter estimation
/ Securities prices
/ Stochastic models
/ Uncertainty analysis
/ Valuation
2024
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Valuation of convertible bond based on uncertain fractional differential equation
by
Wang, Weiwei
, Ralescu, Dan A
, Zhang, Panpan
in
Convertible bonds
/ Criteria
/ Differential equations
/ Expected values
/ Fractional calculus
/ Interest rates
/ Parameter estimation
/ Securities prices
/ Stochastic models
/ Uncertainty analysis
/ Valuation
2024
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Valuation of convertible bond based on uncertain fractional differential equation
Journal Article
Valuation of convertible bond based on uncertain fractional differential equation
2024
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Overview
Convertible bond is a hybrid financial derivative with the properties of debt and equity, which provides the holder with a right to convert bond into the issuer’s stock at a prescribed ratio in the future. This paper analyzes the valuation problems of convertible bond on the basis of uncertain fractional differential equation. Then the prices of convertible bond are obtained by means of expected value criterion and optimistic value criterion, respectively. Besides, numerical examples are given to compare expected value models with optimistic value models. Finally, an empirical study is provided to illustrate that the uncertain fractional stock model is superior to the classical stochastic model.
Publisher
Springer Nature B.V
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