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for the analysis of nonlinear phenomena in adaptive dynamical networks with applications to restoration ecology. Adaptive dynamical networks are mathematical models of coupled systems where both the systems
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of nonlinear partial differential equations, dynamical systems, Hamiltonian systems and integrable equations to address several gaps in our theoretical understanding of internal water waves. This project will
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’, as part of a research team lead by Dr. David Henry (UCC). This project will use tools employed in the fields of nonlinear partial differential equations, dynamical systems, Hamiltonian systems and
Searches related to nonlinear dynamics
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