Problems with Monte Carlo simulation in the pricing of contingent claims

J. Molle, F. Zapatero
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Abstract

Very often the dynamics of the interest rate and/or the risk premium do not allow to obtain a close form solution for the price of the pure discount bond. One possible approach is to use Monte Carlo simulation. In order to do this we first have to simulate the path of the stochastic variables. After doing this a number of times, we average over the different realizations. The result will be the price of the bond. In fact, very often it is assumed that the equity risk premium is zero. This is a convenient simplification, but it takes away some of the richness of equilibrium models that assume risk-averse investors.
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蒙特卡罗模拟在或有债权定价中的问题
利率和/或风险溢价的动态变化往往不允许获得纯贴现债券价格的近似解。一种可能的方法是使用蒙特卡罗模拟。为了做到这一点,我们首先要模拟随机变量的路径。在多次这样做之后,我们对不同的实现进行平均。结果将是债券的价格。事实上,人们经常假设股票风险溢价为零。这是一种方便的简化,但它减少了假设投资者厌恶风险的均衡模型的丰富性。
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