日在险价值 发表评论(0) 编辑词条
日在险价值(Daily Value at Risk,DVaR)
什么是日在险价值 编辑本段回目录
VaR(Value at Risk)按字面解释就是“在险价值”,其含义指:在市场正常波动下,某一金融资产或证券组合的最大可能损失。更为确切的是指,在一定概率水平(置信度)下,某一金融资产或证券组合价值在未来特定时期内的最大可能损失。
日在险价值(DVaR)采用历史模拟法,利用两年的历史数据进行计算,同时利用返回检验(Back-testing)方法进行校验。而年在险收益(Annual Earnings at Risk,AEaR)主要度量年收益对市场利率变动的敏感性,置信区间为99%,时间跨度为一年,主要用来度量结构性利率风险和结构资产管理风险。
Daily Value at Risk is a financial services firm's estimate of the volatility it expects of its investments in the capital markets. Specifically, it is the most money the firm thinks it will lose in a single day at a 99% confidence level. Stated otherwise, excluding the very worst 1% of days, what's the most money a firm expects to lose in a single day? Value at risk is a useful relative measure of how aggressively a company is investing its own assets. Larger value at risk indicates a company has more to lose - but in all likelihood, more to gain as well.
While companies will sometimes lose more money in a single day than their "daily value at risk", this should occur infrequently if the company is modeling its risk correctly. If the value at risk is calculated at a 99% confidence interval, losing more money than the daily value at risk should occur around 1 in 100 days, or about 3 or 4 days out of the year. However, firms calculate daily value at risk by modeling out past market behavior. Assumptions can vary between firms and flawed assumptions can lead to flawed results. Additionally, if markets begin behaving in ways they haven't behaved in the past, the historical assumptions underlying Value at Risk models may no longer apply.
Although the industry standard is to calculate average daily value at risk at a 99% confidence level, banks can calculate this number at difference confident intervals - for example, at a 95% confidence interval, which would result in a smaller value at risk - but less confidence in whether this decline will be exceeded on any given day. It is also possible to calculate Value at Risk over larger timeframes, such as weekly or monthly.
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标签: 日在险价值 VaR Value at Risk 历史模拟法 在险价值 市场利率 小作品
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