Proves that Weyl asymptotics of the Friedrichs Laplacian on singular metrics with variable boundary degeneracy α are governed by max α when above 2/(n+1) and by truncated volume otherwise, with explicit constants and logs when the max set is Morse-Bott.
Freudenthal, Simplizialzerlegungen von beschr¨ ankter Flachheit, Ann
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Weyl asymptotics for singular metrics with a variable boundary degeneracy exponent
Proves that Weyl asymptotics of the Friedrichs Laplacian on singular metrics with variable boundary degeneracy α are governed by max α when above 2/(n+1) and by truncated volume otherwise, with explicit constants and logs when the max set is Morse-Bott.