Journal
MATHEMATISCHE ANNALEN
Volume 379, Issue 1-2, Pages 661-689Publisher
SPRINGER HEIDELBERG
DOI: 10.1007/s00208-019-01944-y
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Funding
- National Science Foundation [DMS-1514752]
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This paper investigates V-shaped fronts around an obstacle K, proving the existence of solutions emanating from any homogeneous transition front for exterior domains, and demonstrating the complete propagation and recovery of the V-shaped front after passing the obstacle.
In this paper, we investigate V-shaped fronts around an obstacle K. We first prove that there exist solutions emanating from any homogeneous transition front including V-shaped front for exterior domains Omega = R-N \ K. By providing the complete propagation of the V-shaped front, we prove that the V-shaped front can recover after passing the obstacle.
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