Exact(10)
To put it simply, this museum has boundary issues.
For (varepsilon ll 1), the solution u has boundary and interior layers.
For this problem is singularly perturbed, and the solution has boundary layers near and (see [1] for details).
The first statement follows easily from the fact that (ln |H|) has boundary value 0 on U.
For problem (1.2) is singularly perturbed and has boundary layers near the lateral boundary of (see [2] for details).
Also, |H z)| has boundary value 1 on U in the sense that (|H| cup (text {the constant function } 1 text { on }partial U)) is continuous.
Similar(49)
But he has boundaries.
She has boundaries.
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