Global bounded solution to a forager-exploiter model with gradient dependent chemotactic coefficients

In this paper, we consider a forager-exploiter model with gradient dependent chemotactic coefficients [GRAPHICS] in a smooth bounded domain Omega subset of R-n (n >= 2) with nonnegative initial data and null Neumann boundary conditions, where lambda, mu > 0, f and g generalize the prototype given by [GRAPHICS] with alpha, beta > 0 and K-f, K-g > 0. We prove that if [GRAPHICS] then the classical solution exists globally and remains bounded. (c) 2023 Published by Elsevier Inc.