Application of direct meshless local Petrov–Galerkin (DMLPG) method for some Turing-type models
Mathematical modeling of pattern formation in developmental biology leads to non-linear
reaction–diffusion systems which are usually highly stiff in both diffusion and reaction terms …
reaction–diffusion systems which are usually highly stiff in both diffusion and reaction terms …
Modified Douglas splitting methods for reaction–diffusion equations
We present modifications of the second-order Douglas stabilizing corrections method, which
is a splitting method based on the implicit trapezoidal rule. Inclusion of an explicit term in a …
is a splitting method based on the implicit trapezoidal rule. Inclusion of an explicit term in a …
Scalable Computational Algorithms for Geo-spatial Covid-19 Spread in High Performance Computing
A nonlinear partial differential equation (PDE) based compartmental model of COVID-19
provides a continuous trace of infection over space and time. Finer resolutions in the spatial …
provides a continuous trace of infection over space and time. Finer resolutions in the spatial …
A new parallel algorithm for solving parabolic equations
G Xue, H Feng - Advances in Difference Equations, 2018 - Springer
In this paper, a new parallel algorithm for solving parabolic equations is proposed. The new
algorithm includes two domain decomposition methods, each method is applied to compute …
algorithm includes two domain decomposition methods, each method is applied to compute …
Computational morphogenesis of embryonic bone development: past, present, and future
Mesenchymal stem cell differentiation into osteoblasts is an important developmental
process in the production of embryonic bone. Recent research in the field of …
process in the production of embryonic bone. Recent research in the field of …
[PDF][PDF] New parallel algorithm for convection-dominated diffusion equation
G Xue, H Feng - East Asian Journal on Applied Mathematics, 2018 - researchgate.net
A new parallel algorithm for convection-dominated diffusion equation is proposed. To derive
an approximate solution of the problem at the same time level, we use two domain …
an approximate solution of the problem at the same time level, we use two domain …
Scalable Domain Decomposition Methods for Nonlinear and Time-Dependent Stochastic Systems
P Vasudevan, S Sharma - 2023 - repository.library.carleton.ca
Computational modelling is one of the most important tools to understand and predict real-
life physical processes. However, the accuracy of their predictions becomes questionable …
life physical processes. However, the accuracy of their predictions becomes questionable …
The reaction dimerization: A resourceful slant applied on the fractional partial differential equation
The paper presents an analysis to investigate the time-fractional coupled diffusion equation
with non-linear reaction subject to piecewise initial conditions. The governance system is …
with non-linear reaction subject to piecewise initial conditions. The governance system is …
[PDF][PDF] MEMORIA DE ACTIVIDADES 2019 MEMORIA DE ACTIVIDADES 2019
YA DE MATEMATICAS - iuma.unizar.es
En 2017 el IUMA ha contado con 77 profesores permanentes, pertenecientes a 11 Grupos
de investigación reconocidos por el Gobierno de Aragón, 11 miembros no permanentes, y 8 …
de investigación reconocidos por el Gobierno de Aragón, 11 miembros no permanentes, y 8 …
Modified Douglas Splitting Methods for Reaction-Diffusion Equations
We present modifications of the second-order Douglas stabilizing corrections method, which
is a splitting method based on the implicit trapezoidal rule. Inclusion of an explicit term in a …
is a splitting method based on the implicit trapezoidal rule. Inclusion of an explicit term in a …