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Simplifying the computation of weak-$\star$ second subderivatives of convex functionals via $Γ$-convergence
We prove (under some mild assumptions) that the strong-strong twice epidifferentiability of a convex functional is equivalent to the weak-$\star$ twice epidifferentiability of its conjugate functional. Further, the corresponding subderivatives are (up to scaling) conjugates of each other. This resul
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