Derives a self-normalized functional limit theorem in the Skorokhod M1 topology for stationary sequences under joint regular variation with index α in (0,2) and weak dependence.
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A functional limit theorem for self-normalized partial sum processes in the $M_{1}$ topology
Derives a self-normalized functional limit theorem in the Skorokhod M1 topology for stationary sequences under joint regular variation with index α in (0,2) and weak dependence.