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CVA Greeks: Their Importance, Common Calculation Methodologies, & Testing for Accuracy

Since the 2008 financial crisis, Credit Valuation Adjustment (CVA) has become an industry standard practice for pricing counterparty default risk into Over-The-Counter (OTC) derivative contracts. Moreover, CVA hedging has become a common risk management activity for many institutions, as market moves can have a considerable impact on CVA numbers and result in massive potential losses for firms.

In order to set up efficient hedges, however, traders and risk managers need to know the CVA sensitivities for the full portfolio. These calculations can be complex and time consuming, especially as the number of underlyings, positions, netting sets, and legal agreements increases. And most importantly, the CVA Greeks must be accurate, so appropriate hedges can be put in place to mitigate the risks. How can practitioners be sure their CVA Greek calculations are converging to the correct numbers, so they can be confident in their hedging activities?

On Wednesday, April 13th featured speaker Laure Darleguy Financial Engineer at Numerix, discussed the importance of accurate CVA Greeks and analyzed industry best practices and different methodologies for calculating first order CVA sensitivities (delta and vega) to ensure consistency and convergence.

Ms. Darleguy addressed the following:

  • Review of CVA basics
  • The importance of accurate CVA Greeks
  • The different methodologies commonly used in the market to calculate CVA Greeks
  • Case studies and convergence tests using the finite difference method

Featured Speakers

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