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Found 7 papers, 0 papers with code
Patient-specific computational forecasting of prostate cancer growth during active surveillance using an imaging-informed biomechanistic model
We further show that coupling our tumor forecasts with this PCa risk classifier enables the early identification of PCa progression to higher-risk disease by more than one year.
Modeling nonlocal behavior in epidemics via a reaction-diffusion system incorporating population movement along a network
Recent works have focused on partial differential equation (PDE) models, particularly reaction-diffusion models, able to describe the progression of an epidemic in both space and time.
Coupled and Uncoupled Dynamic Mode Decomposition in Multi-Compartmental Systems with Applications to Epidemiological and Additive Manufacturing Problems
In these cases, the behavior of the system may not be accurately recreated by applying DMD to a single quantity within the system, as proper knowledge of the system dynamics, even for a single compartment, requires that the behavior of other compartments is taken into account in the DMD process.
Dynamic Mode Decomposition in Adaptive Mesh Refinement and Coarsening Simulations
The present strategy is applied to challenging AMR/C simulations: a continuous diffusion-reaction epidemiological model for COVID-19, a density-driven gravity current simulation, and a bubble rising problem.
Assessing the spatio-temporal spread of COVID-19 via compartmental models with diffusion in Italy, USA, and Brazil
Such models are usually defined as compartmental models, in which the population under study is divided into compartments based on qualitative characteristics, with different assumptions about the nature and rate of transfer across compartments.
Image-based numerical characterization and experimental validation of tensile behavior of octet-truss lattice structures
The production of lightweight metal lattice structures has received much attention due to the recent developments in additive manufacturing (AM).
Computed Tomography (CT)
Computational Engineering, Finance, and Science
Reduced Order Isogeometric Analysis Approach for PDEs in Parametrized Domains
In this contribution, we coupled the isogeometric analysis to a reduced order modelling technique in order to provide a computationally efficient solution in parametric domains.
Numerical Analysis
