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Simulation Analysis for the Pricing of Bond Option on Arbitrage-Free Models with Jump

机译:无跳套利模型中债券期权定价的仿真分析

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We derive a closed-form solutions for bond option pricing on arbitrage-free models with jump and perform Monte Carlo simulation for them. We know that the bond option price on arbitrage-free models with jump is humped. The fact shows that valuations of this model estimate highly precision. In this paper, we simulate the proposed models by the Monte Carlo simulation with scenarious. By simulation analysis, we obtain that bond option prices on arbitrage-free models are larger than bond option prices on arbitrage-free models with jump. Lower value of precision in arbitrage-free models with jump correspond to sharper estimates.
机译:我们为带有跳跃的无套利模型得出了债券期权定价的封闭式解决方案,并对其进行了蒙特卡洛模拟。我们知道,带跳的无套利模型的债券期权价格被抬高了。事实表明,该模型的估值可高度精确。在本文中,我们通过带场景的蒙特卡洛模拟对提出的模型进行了模拟。通过仿真分析,我们得出无套利模型的债券期权价格要大于无套利模型的债券期权价格跳高。在无跳变的无套利模型中,较低的精度值对应于更精确的估计。

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