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Computation of Mixed Type Functional Differential Boundary Value Problems
We study boundary value differential-difference equations where the difference terms may contain both advances and delays. Special attention is paid to connecting orbits, in particular to the model-Expand
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Mosaic solutions and entropy for spatially discrete Cahn–Hilliard equations
We consider arrays of scalar differential equations organized on a spatial lattice in a form analogous to the Cahn-Hilliard partial differential equation which on the integer lattice has couplings ofExpand
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The NYC Board of Education Mandates Pledging Allegiance [poem]
Forever Undone [poem]
Mosiac solutions and entropy for discrete coupled phase-transition equations
Abstract We consider arrays of coupled scalar differential equations organized on a spatial lattice. One component of this system is analogous to the Allen–Cahn partial differential equation which onExpand
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