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Structure-Preserving Numerical Schemes for Two-Stage Local and Nonlocal Dispersal Systems
We construct and analyze structure-preserving numerical schemes for a two-stage local--nonlocal dispersal system. On general bounded connected smooth habitats, we prove fixed-$δ$ spatial consistency. We introduce a semi-implicit scheme that is uniquely solvable for every $Δt>0$, preserves nonnegativ
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