The authors prove a compactness theorem for GSBV^p functions, a class used in variational fracture models, by applying concentration-compactness to a range-space concentration function.
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Compactness for $GSBV^p$ via concentration-compactness
The authors prove a compactness theorem for GSBV^p functions, a class used in variational fracture models, by applying concentration-compactness to a range-space concentration function.