Constructs a two-parameter family of Dirac-concentrated stationary solutions to a coagulation-fragmentation equation and proves stability of their tail decay under near-diagonal kernel assumptions.
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Solutions with peaks for a coagulation-fragmentation equation. Part I: stability of the tails
Constructs a two-parameter family of Dirac-concentrated stationary solutions to a coagulation-fragmentation equation and proves stability of their tail decay under near-diagonal kernel assumptions.