Extinction Probabilities for a Distylous Plant Population Modeled by an Inhomogeneous Random Walk on the Positive Quadrant
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Publication:2840997
DOI10.1137/120864258zbMath1412.92203arXiv1201.6461OpenAlexW3103958297MaRDI QIDQ2840997
Pauline Lafitte-Godillon, Kilian Raschel, Viet Chi Tran
Publication date: 24 July 2013
Published in: SIAM Journal on Applied Mathematics (Search for Journal in Brave)
Full work available at URL: https://arxiv.org/abs/1201.6461
transport equationmethod of characteristicsinhomogeneous random walk on the positive quadrantboundary absorptionextinction in diploid population with sexual reproductionself-incompatibility in flower populations
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Combinatorics meets potential theory ⋮ Walks in the quarter plane: Analytic approach and applications ⋮ Survival time of a heterogeneous random walk in a quadrant ⋮ A general stochastic model for sporophytic self-incompatibility ⋮ The extinction problem for a distylous plant population with sporophytic self-incompatibility ⋮ Batch sojourn time in the processor sharing queue with geometric batch size ⋮ Upper estimates for inhomogeneous random walks confined to the positive orthant ⋮ Linear competition processes and generalized Pólya urns with removals ⋮ A dual skew symmetry for transient reflected Brownian motion in an orthant
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