We develop a test of constant central asymmetry between two copulas estimated through their empirical counterpart. We provide inference under standard assumptions for stationary time series. The tie-break bootstrap is used for calculating p-values of the proposed Cram{\'e}r--von Mises test statistic. Finite sample properties are assessed with Monte Carlo experiments. We apply the testing procedure to the US portfolio industry returns during the subprime crisis.
Product ID:
147282
Handle IRIS:
11562/1169987
Last Modified:
September 11, 2025
Bibliographic citation:
Frattarolo, Lorenzo,
Testing for Constant Central Asymmetry Between Two CopulasSupervised and Unsupervised Statistical Data Analysis
, Springer Nature Switzerland
, 2025
, pp. 172-179