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The Valuation of Range Notes under Affine Term Structure Models

  • Bong-Gyu Jang Department of Industrial and Management Engineering, POSTECH, Pohang, Korea.
  • Ji hee Yoon Department of Mathematical Science, KAIST, Daejeon, Korea.
In this paper, we ?nd analytic formulas for range accrual notes and spread range accrual notes in the context of the a¡¾ne term structure model. Two important implications related to market risk management are derived: Firstly, the hedging strategy for range accrual notes may signi?cantly depend on the choice of the underlying interest rate model. Secondly, the ambiguity of the correlation between underlying interest rates of spread range accrual notes can give a big difficulty to the traders and risk managers on valuing them.

  • Bong-Gyu Jang
  • Ji hee Yoon
In this paper, we ?nd analytic formulas for range accrual notes and spread range accrual notes in the context of the a¡¾ne term structure model. Two important implications related to market risk management are derived: Firstly, the hedging strategy for range accrual notes may signi?cantly depend on the choice of the underlying interest rate model. Secondly, the ambiguity of the correlation between underlying interest rates of spread range accrual notes can give a big difficulty to the traders and risk managers on valuing them.