OAI/Geometry/RCD/Heat/BoundedHeatComplement.lean
1 declarations, 0 contain sorry, 0 declared as axioms
Approximating the bounded complement in the conservative heat kernel
The complement of an L2 function need not be in L2 on an infinite-volume space. Finite-ball truncations stay in L2 and their heat values converge to the exact bounded complement, by mass conservation.
- theorem
OAI.RegularPointCoordinates.bounded_heat_complement_sequenceline 21