In our methodology, we concentrated on costs emerging from physical and transition risks of the scenarios. However, due to the lack of available data and limited scenario-specific literature, we had to rely on average costs derived from other studies. This raises the question whether to employ more granular cost data than available averages. The decision requires careful consideration of available data, collateral, and specific scenario factors.
If it is decided to get data that is more granular than average, then the next step is to decide in what dimension to get more granularity. In our approach, we saw that bucketed average costs were more effective for transition risks, whereas for physical risk it proved that scaling from the average cost (or another reference point like maximum cost) was beneficial.
It is also important to monitor how these buckets and scaling are impacting the stress on the portfolio, to make sure the costs are not unreasonably underestimated or exaggerated. This might end up with recurrent data preprocessing with new proxies for the missing data.
Another challenge is to translate these costs into capital calculations, which mostly translates as measuring the impact of these costs on Probability of Default (PD), Loss Given Default (LGD) and Exposure at Default (EAD). In literature this is typically done by translating these costs into financial indicators like loan to value ratio (LTV), return on equity (ROE), debt service coverage ratio (DSCR), et cetera. However, because this step is highly dependent on the assumptions about how climate stress costs are going to be translated into these metrics, it requires a comparison of several assumptions.
The next step is to translate these financial indicators into PD and LGD, while EAD is mostly dependent on whether or not there is an additional borrowing. The challenge therefore is to build a relationship between the financial indicators and PD/LGD. This is a sector/portfolio specific relationship, possibly with limited literature, and it also requires an answer to the question: do we look for a fundamental relationship, or a relationship based on a bank’s internal loan data?