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Hi everyone,
I am trying to implement Sharpe & Tint's 1990 paper on portfolio optimization with assets and liabilities.
A difficulty I run into was the estimation of the variance-covariance matrix for assets and liabilities.
Liabilities' prices cannot be observed on the markets as these do not trade.
So you can only estimate/replicate liabilities through assets that are marketable. But how to estimate a reliable variance-covariance matrix for the two (assets and replicated liabilities)?
Thanks!
I am trying to implement Sharpe & Tint's 1990 paper on portfolio optimization with assets and liabilities.
A difficulty I run into was the estimation of the variance-covariance matrix for assets and liabilities.
Liabilities' prices cannot be observed on the markets as these do not trade.
So you can only estimate/replicate liabilities through assets that are marketable. But how to estimate a reliable variance-covariance matrix for the two (assets and replicated liabilities)?
Thanks!