Abstract
This manuscript considers a no-flux initial-boundary problem for a three-component singular chemotaxis model for virus infection, in which a combination of the possible chemotactic singularity with the quadratic-type nonlinearity of signal production forms a major challenge in analysis of this problem. By introducing suitably regularized problems and extracting convergent subsequence of the approximating solutions based on a series a priori estimates, we construct a global generalized solution to the problem.
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