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20142025
most citedMathematical analysis of a marine ecosystem model with nonlinear coupling terms and non-local boundary conditions

2 citations · 5 across the 14 of their papers we have counts for

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math.AP2015

Mathematical analysis of the -- marine ecosystem model driven by 3-D ocean transport

Christina Roschat, Thomas Slawig

Marine ecosystem models are developed to understand and simulate the biogeochemical processes involved in marine ecosystems. Parekh, Follows and Boyle introduced the --$…

math.AP2014★ 1 cited

Nontrivial Periodic Solutions of Marine Ecosystem Models of N-DOP type

Christina Roschat, Thomas Slawig

We investigate marine ecosystem models of N-DOP type with regard to nontrivial periodic solutions. The elements of this important, widely-used model class typically consist of two…

math.AP2014★ 2 cited

Mathematical analysis of a marine ecosystem model with nonlinear coupling terms and non-local boundary conditions

Christina Roschat, Thomas Slawig

We investigate the weak solvability of initial boundary value problems associated with an ecosystem model of the marine phosphorus cycle. The analysis covers the model equations th…