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Profile
Christopher Henderson
Member of the Graduate Faculty | Assistant Professor, Mathematics
Mathematics
Overview
Research
More
Grants
(3)
CAREER: Well-Posedness and Long-Time Behavior of Reaction-Diffusion and Kinetic Equations.
Active
·
2024
·
$31.5K
·
External
Principal Investigator (PI)
mathematics,
theoretical physics,
chemical engineering,
applied mathematics,
modeling
Nonlinearity in Reaction-Diffusion and Kinetic Equations
Active
·
2022
·
$163.4K
·
External
Principal Investigator (PI)
nonlinear dynamics,
reaction-diffusion systems,
kinetic equations,
nonlinear analysis,
mathematical modeling
Nonlocal and Stochastic Effects in Reaction-Diffusion and Kinetic Equations
2019
·
$111.1K
·
External
Principal Investigator (PI)
reaction-diffusion,
stochastic processes,
nonlocal effects,
kinetic equations,
mathematical modeling
Publications
(34)
Recent
Traveling waves for the Keller-Segel-FKPP equation with strong chemotaxis
2023
mathematical biology,
partial differential equations,
chemotaxis,
wave propagation,
reaction-diffusion equations
Voting models and semilinear parabolic equations
2022
mathematical models,
semilinear equations,
voting behavior,
political science,
mathematical analysis
Long-time behaviour for a nonlocal model from directed polymers
2022
polymer dynamics,
nonlocal models,
long-time behavior
Speed-uof traveling waves by negative chemotaxis
2022
chemotaxis,
wave propagation,
transport phenomena,
mathematical modeling,
biological motion
Local well-posedness for the Boltzmann equation with very soft potential and polynomially decaying initial data
2022
boltzmann equation,
local well-posedness,
soft potential,
polynomial decay,
initial data
Slow and fast minimal speed traveling waves of the FKPP equation with chemotaxis
2022
mathematical modeling,
biological dynamics,
chemotaxis,
wave propagation,
reaction-diffusion equations
The Bramson delay in a Fisher–KPP equation with log-singular nonlinearity
2021
delay dynamics,
nonlinear equations,
mathematical biology,
reaction-diffusion systems,
fisher-kpp equation
The Speed of Traveling Waves in a FKPP-Burgers System
2021
wave propagation,
nonlinear dynamics,
mathematical modeling,
partial differential equations,
wave-transport phenomena
Pushed, pulled and pushmi-pullyu fronts of the Burgers-FKPP equation
2021
nonlinear dynamics,
partial differential equations,
mathematical modeling,
pattern formation,
nonlinear waves
Smoothing for Weak Solutions of the Inhomogeneous Landau Equation
2020
kinetic equations,
partial differential equations,
stochastic processes,
numerical analysis,
probability theory