%0 Generic %1 corso2024mathrml2maximum %A Corso, Thiago Carvalho %A Hassan, Muhammad %A Jha, Abhinav %A Stamm, Benjamin %D 2024 %K myown nmh-preprint %T An $L^2$-maximum principle for circular arcs on the disk

@preprint{corso2024mathrml2maximum, added-at = {2024-02-01T07:56:08.000+0100}, archiveprefix = {arXiv}, author = {Corso, Thiago Carvalho and Hassan, Muhammad and Jha, Abhinav and Stamm, Benjamin}, biburl = {https://puma.ub.uni-stuttgart.de/bibtex/2c6c399ffd1586bdfddfee2bcca8f99e2/bstamm}, eprint = {2401.16344}, interhash = {6d479e17e5bd09954217ce734efa7a20}, intrahash = {c6c399ffd1586bdfddfee2bcca8f99e2}, keywords = {myown nmh-preprint}, primaryclass = {math.AP}, timestamp = {2024-04-17T08:44:32.000+0200}, title = {An $\mathrm{L}^2$-maximum principle for circular arcs on the disk}, year = 2024 }