Classical solutions and steady states of an attraction-repulsion chemotaxis in one dimension

Jia Liu; Zhi-An Wang

doi:10.1080/17513758.2011.571722

Classical solutions and steady states of an attraction-repulsion chemotaxis in one dimension

Jia Liu Zhi-An Wang

Journal of biological dynamics, Vol.6(sup1), pp.31-41

05/2012

: https://doi.org/10.1080/17513758.2011.571722

: 22873673

: WOS:000304349100004

chemotaxis

attraction–repulsion

classical solutions

steady states

Chemical Sciences

Computational Biology

We establish the existence of global classical solutions and non-trivial steady states of a one-dimensional attraction-repulsion chemotaxis model subject to the Neumann boundary conditions. The results are derived based on the method of energy estimates and the phase plane analysis.

: Classical solutions and steady states of an attraction-repulsion chemotaxis in one dimension
: Journal of biological dynamics, Vol.6(sup1), pp.31-41
: Journal article
: Taylor & Francis
: 11
: Hong Kong Polytechnic University
: WOS:000304349100004; 99381814267206600
: Mathematics and Statistics; Hal Marcus College of Science and Engineering
: English