Apr
19
Robert LeSuer
Event Topic Stochastic & Multiscale Modeling and Computation
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Apr
5
Data Assimilation and Dimensional Reduction
Host Department of Applied Mathematics Description Data assimilation is the methodology of predicting the future behavior of the dynamical system involving the observations. The research of the...
Mar
22
A Boundary Integral Method for Computing the Motion of a Bead in a 3-Dimensional Linear Viscoelastic Fluid
Host Department of Applied Mathematics Description In this project, the speaker wants to study the interactions of two particles moving in a 3-dimensional linear viscoelastic fluid. Previously, this...
Mar
8
Persistence Criteria for the Nonlocal Niche Model and Applications
Host Department of Applied Mathematics Speaker Xiaoxia Xie, Visiting Assistant Professor Department of Applied Mathematics, Illinois Tech Description Long range dispersal is a common phenomenon in...
Mar
1
A Boundary Integral Method for Linear Viscoelastic Flow
Host Department of Applied Mathematics Description The speaker is interested in quantifying the kinetics of microstructures, e.g., micron-sized particles, viruses, in linear viscoelastic (LVE) flow, e...
Feb
23
Macroscopic Quantities for the Stochastic Process Governed by an SDE in 2D with alpha-stable Lévy Noise
Host Department of Applied Mathematics Description The behavior of a stochastic differential equation, i.e. a differential equation with a noise component, can be analyzed by determining quantities...
Feb
16
The Effect of the Therapy on Tumor Regression: A Lung Carcinoma Study
Host Department of Applied Mathematics Description This talk address the complexities related to vascular tumor behavior during treatment, represented by a combined modality involving chemotherapy and...
Dec
2
Energy-Conserving Numerical Scheme for the Poisson-Nerst-Plank Equations
Host Department of Applied Mathematics Description The Poisson-Nernst-Planck equations are a system of nonlinear partial differential equations that describe flow of charged particles in solution. In...
Nov
18
Numerical Methods for Nonlocal Equations Derived from SDEs with Alpha-stable Lévy Noises
Host Department of Applied Mathematics Description The behavior of a stochastic differential equation, i.e., a differential equation with a noise component, can be analyzed by determining quantities...
Nov
11
Modeling Growth and Remodeling in Soft Biological Tissues
Host Department of Applied Mathematics Description The mechanical behavior of soft biological tissues has received a considerable amount of attention in the last few years. In growth problems such as...