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Spatiotemporal patterns near a codimension-2 Turing-Hopf point of the one-dimensional
superdiffusive Brusselator model are analyzed. The superdiffusive Brusselator model
differs from its regular counterpart in that the Laplacian operator of the regular model
is replaced by
/|ξ|, 1 <
< 2, an integro-differential operator that reflects the nonlocal behavior of
superdiffusion. The order of the operator, , is a measure of the rate...
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