Browsing by Author Bhanap, Jitendra

Jump to: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
or enter first few letters:  
Showing results 1 to 2 of 2
  • option_pricing_stock_price_stock_velocity_acceleration_lagrangian_belal.pdf.jpg
  • Journal Article


  • Authors: Baaquie, Belal E.; Xin, Du; Bhanap, Jitendra (2014)

  • The industry standard Black-Scholes option pricing formula is based on the current value of the underlying security and other fixed parameters of the model. The Black-Scholes formula, with a fixed volatility, cannot match the market's option price; instead, it has come to be used as a formula for generating the option price, once the so called implied volatility of the option is provided as additional input. The implied volatility not only is an entire surface, depending on the strike price and maturity of the option, but also depends on calendar time, changing from day to day. The point of view adopted in this paper is that the instantaneous rate of return of the security carries par...

  • risky_forward_interest_rates_and_swaptions_Belal_Miao_Jitendra.pdf.jpg
  • Journal Article


  • Authors: Baaquie, Belal E.; Miao, Yu; Bhanap, Jitendra (2018)

  • Risk free forward interest rates (Diebold and Li, 2006 [1]; Jamshidian, 1991 [2]) and their realization by US Treasury bonds as the leading exemplar have been studied extensively. In Baaquie (2010), models of risk free bonds and their forward interest rates based on the quantum field theoretic formulation of the risk free forward interest rates have been discussed, including the empirical evidence supporting these models. The quantum finance formulation of risk free forward interest rates is extended to the case of risky forward interest rates. The examples of the Singapore and Malaysian forward interest rates are used as specific cases. The main feature of the quantum finance model i...

Browsing by Author Bhanap, Jitendra

Jump to: 0-9 A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
or enter first few letters:  
Showing results 1 to 2 of 2
  • option_pricing_stock_price_stock_velocity_acceleration_lagrangian_belal.pdf.jpg
  • Journal Article


  • Authors: Baaquie, Belal E.; Xin, Du; Bhanap, Jitendra (2014)

  • The industry standard Black-Scholes option pricing formula is based on the current value of the underlying security and other fixed parameters of the model. The Black-Scholes formula, with a fixed volatility, cannot match the market's option price; instead, it has come to be used as a formula for generating the option price, once the so called implied volatility of the option is provided as additional input. The implied volatility not only is an entire surface, depending on the strike price and maturity of the option, but also depends on calendar time, changing from day to day. The point of view adopted in this paper is that the instantaneous rate of return of the security carries par...

  • risky_forward_interest_rates_and_swaptions_Belal_Miao_Jitendra.pdf.jpg
  • Journal Article


  • Authors: Baaquie, Belal E.; Miao, Yu; Bhanap, Jitendra (2018)

  • Risk free forward interest rates (Diebold and Li, 2006 [1]; Jamshidian, 1991 [2]) and their realization by US Treasury bonds as the leading exemplar have been studied extensively. In Baaquie (2010), models of risk free bonds and their forward interest rates based on the quantum field theoretic formulation of the risk free forward interest rates have been discussed, including the empirical evidence supporting these models. The quantum finance formulation of risk free forward interest rates is extended to the case of risky forward interest rates. The examples of the Singapore and Malaysian forward interest rates are used as specific cases. The main feature of the quantum finance model i...