The article talks about trading the equity curve on the basis of a moving average, I'm talking about delta hedging based on peak to valley drawdowns.
As per the article:
" If we're buying insurance, or an option, then there ought to be a cost to it. Since we aren't paying any kind of explicit premium, the cost must come in the form of losing something in an implicit way. This could be a lower average return, or something else that is more subtle. This doesn't mean that equity curve trading is automatically a bad thing - it depends on whether you value the lower maximum drawdown* more than the implicit premium you are giving up."
If you delta hedge based on peak to valley drawdowns instead of moving average, you'll end up with a maximum drawdown that you can set but a slightly lower Sharpe.