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The generalised energy identity and length of necks for $\varepsilon$-harmonic maps
In this paper we find analogues for $\varepsilon$-harmonic maps to the generalised energy identity and the existence of geodesic necks result discovered by Yuxiang Li and Youde Wang for $α$-harmonic maps. In particular there exist specific quantities depending only on $\varepsilon$ and the bubbling
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