January 5th, 2013, 5:45 pm
I am looking for some advice/critiques...Retail electricity portfolios provide an interesting hedging issue (for me anyway) as load and price are positively correlated. I have worked through the math myself and also worked through several articles (for example, "Volumetric Hedging in Electricity Procurement" by Oum, Oren, and Deng) and my current understanding is that the correlated structure provides an optimal hedging structure when using options. Quickly, the options allow a curvilinear fit of the non-linear structure implied by the positive correlation between load and price.The company I am currently working with calculates a quantity, LL, that is the price weighted average load, LL=sum(PL)/sum(P). This is the basis for their hedging philosophy. Typically, they hedge to LL - x*sigma(Load) with forwards. Then, they hedge to LL + x*sigma(Load) with calls (x is typically 1 or 1.5). I have two issues with this. LL is not the correct level to hedge to and the specific hedging strategy can actually increase the volatility of the portfolio because of the curvilinear fitting mentioned above.I finally get to my question...This company really believes in this hedging strategy; they feel it gives them flexibility and <relatively> cheap coverage, but I hate to see them losing money every month. Showing them the math will not persuade anyone, it will be brushed off as unrealistic. The only thing I can do is to use historical results (we have hourly loads and prices) to show that they are making sub-optimal hedging decisions. I am hoping to get some suggestions on how to present the historical results to be most persuasive. Edit: I should add that I am afraid if I just prepare a basic analysis, I will need an answer for the following response...It is just different because <something atypical> happened last month and, over time, we will be just fine.Any thoughts would be appreciated.
Last edited by
Beachcomber on January 4th, 2013, 11:00 pm, edited 1 time in total.