Description Usage Arguments Details Author(s)
This is an implementation of covariance matrix estimation using Factor Model Monte Carlo method as described in Jiang and Martin (2013).
1 2 |
R |
vector of asset returns in xts format |
factors |
matrix of factor returns in xts format |
robust |
boolean to indicate if robust methods must be used for fitting factor models and constucting the covariance matrix. By default this option is turned off. |
parallel |
boolean to indicate if all cores on the system must be used |
align |
string to indicate where the longer backfilled return histories must be truncated when available returns are unequal. The default value is to align them at the end truncated to align the returns |
... |
allows passing paramters to factorAnalytics to butild the factor model or control parameters to covrob for constructing the robust covariance matrix |
This method takes in returns data and factors as time series. The returns and factor time-series must be aligned. The method is applicable when we have longer factor histories and shorter asset return histories. In this case past returns can be backfilled using the FMMC methodology. We can apply FMMC to all the assets in the portfolio. Once the returns are backfilled we can construct a more accurate measure of classical and robust covariance using backfilled returns. Backfilled returns for different assets must be aligned by truncating date in the begining or end is returns have unequal available return histories.
Rohit Arora
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