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Analysis of free boundaries for convertible bonds, with a call feature

机译:具有可赎回特征的可转换债券的自由边界分析

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Convertible bonds give rise to the so-called free boundary; i.e. an unknown boundary between continuation and conversion regions of the bond. The characteristic feature of such a bond, with an extra call feature, is that the free boundary may reach all the way to the fixed boundary. Our intention in this paper is to study the behaviour of the free boundary in the vicinity of a touching point with the fixed boundary. Along the lines of our analysis, we will also produce some results on regularity of solutions (value of the bond) up to the fixed boundary. Our methods are robust and of general nature, and can be applied to fully nonlinear equations. In particular, we shall obtain uniform results for the regularity of both solutions and their free boundaries.
机译:可换股债券产生了所谓的自由边界。即键的连续和转换区域之间的未知边界。这种键具有额外的调用功能,其特征是自由边界可能一直到达固定边界。本文的目的是研究具有固定边界的接触点附近的自由边界的行为。沿着我们的分析思路,我们还将得出一些解决方案的规律性(债券价值)直至固定边界的结果。我们的方法是鲁棒的并且具有一般性,并且可以应用于完全非线性方程。尤其是,我们将针对解决方案及其自由边界的规则性获得统一的结果。

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