Zulaihat Hassan

collaborators

3 papers

math.AP2026

Global existence of weak solutions to chemotaxis models with porous medium diffusion, linear production, and logistic source on $R^{N}$

Zulaihat Hassan

This paper investigates the global solvability, boundedness, and uniqueness of weak solutions to the chemotaxis system \begin{equation*} \begin{cases} u_t = Δu^m - χ\nabla \cdot (u…

math.AP2025

The spreading of global solutions of chemotaxis systems with logistic source and consumption on $R^{N}$

Zulaihat Hassan, Wenxian Shen, Yuming Paul Zhang

This paper investigates the spreading properties of globally defined bounded positive solutions of a chemotaxis system featuring a logistic source and consumption: \[ \left\{ \begi…

math.AP2025

Chemotaxis Models with Nonlinear/Porous Medium Diffusion, Consumption, and Logistic source on $R^{N}$ : I. Global Solvability and Boundedness

Zulaihat Hassan, Wenxian Shen, Yuming Paul Zhang

This series of papers is concerned with the global solvability, boundedness, regularity, and uniqueness of weak solutions to the following parabolic-parabolic chemotaxis system wit…

Global existence of weak solutions to chemotaxis models with porous medium diffusion, linear production, and logistic source on RN

The spreading of global solutions of chemotaxis systems with logistic source and consumption on RN

Chemotaxis Models with Nonlinear/Porous Medium Diffusion, Consumption, and Logistic source on RN: I. Global Solvability and Boundedness

Global existence of weak solutions to chemotaxis models with porous medium diffusion, linear production, and logistic source on $R^{N}$

The spreading of global solutions of chemotaxis systems with logistic source and consumption on $R^{N}$

Chemotaxis Models with Nonlinear/Porous Medium Diffusion, Consumption, and Logistic source on $R^{N}$ : I. Global Solvability and Boundedness