TY  - CHAP
AU  - Bénilan, Philippe
AU  - Boccardo, L.
AU  - Herrero, Miguel A.
PY  - 1989
SN  - 0373-1243
UR  - https://hdl.handle.net/20.500.14352/60767
AB  - Let f∈L1(RN), N≥1, f≥0, and consider the Cauchy problem ut=Δum on ]0,∞[×RN, u(0,⋅)=f on RN. The authors prove that as m→∞, the corresponding solutions um(t)→u_=f+Δw in L1(RN), uniformly for t in a compact set in ]0,∞[, where 0≤w_∈L1(Rn) is the...
LA  - eng
M2  - 1
PB  - Libreria Editrice Universitaria Levrotto & Bella
TI  - On the limit of solutions of ut=Δum as m→∞
TY  - book part
ER  -