Authors: Galina Rusu
Abstract
We study the behavior of solutions to the problem
ε(u
ε"(t)+A
1u
ε(t))+u
ε'(t)+A
0u
ε(t)=f(t), t>0,
u
ε(0)=u
0, u
ε'(0)=u
1 in the Hilbert space H as ε→0, where A
1 and A
2 are two linear selfadjoint operators.
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