Kinetic models of opinion-driven epidemics on graphons prove L1 and Sobolev convergence, introduce a structure-preserving scheme, and show that a time-dependent reproduction number analog can generate waves without external forcing.
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2 Pith papers cite this work. Polarity classification is still indexing.
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Self-affine polygonal dendrites obey diam(γ) ≤ C |x-y|^λ for connecting arcs γ, with λ in (0,1).
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Kinetic models of opinion-driven epidemic dynamics modulated by graphons
Kinetic models of opinion-driven epidemics on graphons prove L1 and Sobolev convergence, introduce a structure-preserving scheme, and show that a time-dependent reproduction number analog can generate waves without external forcing.
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On metric properties of self-affine polygonal dendrites
Self-affine polygonal dendrites obey diam(γ) ≤ C |x-y|^λ for connecting arcs γ, with λ in (0,1).