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On the computation of a formula for the duration of a bond that yields precise results

机译:关于产生精确结果的键的持续时间的公式的计算

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摘要

In fixed income analysis it is known that the various measures of interest rate sensitivity (duration) yield approximate results. Even with the addition of concepts like convexity, the results remain approximations. This paper summarizes a new approach based on the fact that the time value of money equation is a polynomial, and a polynomial has more than one root. The result of taking the multiple roots into account is a solution to the problem of inaccuracy. A new equation for duration is given that provides precise results. The paper contains a summary of previous work, describes the computational issues presented by the new approach, and suggests ways to deal with them.
机译:在固定收益分析中,众所周知,利率敏感性(持续时间)的各种度量得出近似结果。即使添加了诸如凸度的概念,结果仍然是近似值。本文基于货币时间价值方程是多项式且多项式具有多个根的事实,总结了一种新方法。考虑多个根的结果是解决不准确问题的方法。给出了一个新的持续时间方程,可以提供精确的结果。本文包含先前工作的摘要,描述了新方法提出的计算问题,并提出了解决这些问题的方法。

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