On shifting and size-changing domains with time-periodic quadratic selection, survival is governed by the fixed-domain principal eigenvalue and by a critical linear-shift speed c* = 2 sqrt(-lambda d).
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Adaptation in shifting and size-changing environments under selection
On shifting and size-changing domains with time-periodic quadratic selection, survival is governed by the fixed-domain principal eigenvalue and by a critical linear-shift speed c* = 2 sqrt(-lambda d).