| Abstract: |
| We study a class of zero-flux attraction-repulsion chemotaxis models, characterized by
nonlinearities laws for the diffusion of the cell density, the chemosensitivities and the
production rates of the chemoattractant and the chemorepellent. Additionally, a source
involving also the gradient of the biological distribution is incorporated. In this talk we will
see a sketch of the proof for the existence of solutions and we will find a condition for the
boundedness. |
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