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math.AP2026
On finite-dimensional attractor to 2D incompressible fluid with stress-diffusion
Dalibor Pražák
We consider incompressible visco-elastic rate-type fluid flow, with the Cauchy stress defined in terms of positive-definite symmetric tensor . The tensor obeys an evolution…
math.AP2026
On finite-dimensional attractor to nonsmooth reaction-diffusion equations
Dalibor Pražák, Buddhika Priyasad, Michael Zelina
We consider a reaction diffusion equation, where the lower-order nonlinearity allows for a non-smooth part, described by a maximal monotone relation. We show that the global attrac…