A semi-linear delayed diffusion-wave system with distributed order in time
A numerical scheme for a class of non-linear distributed order fractional diffusion-wave
equations with fixed time-delay is considered. The focus lies on the derivation of a linearized …
equations with fixed time-delay is considered. The focus lies on the derivation of a linearized …
[PDF][PDF] A semidiscrete scheme for evolution equations with memory
F Dell'Oro, O Goubet, Y Mammeri… - Discret. Contin. Dyn …, 2019 - researchgate.net
SEMIDISCRETE SCHEMES FOR EVOLUTION EQUATIONS WITH MEMORY Page 1
SEMIDISCRETE SCHEMES FOR EVOLUTION EQUATIONS WITH MEMORY FILIPPO DELL’ORO …
SEMIDISCRETE SCHEMES FOR EVOLUTION EQUATIONS WITH MEMORY FILIPPO DELL’ORO …
Determining the memory kernel from a fixed point measurement data for a parabolic equation with memory effect
B Wu, S Wu, J Yu, Z Wang - Computational and Applied Mathematics, 2018 - Springer
We consider an inverse problem for a parabolic equation with memory effect. This inverse
problem aims to identify the memory kernel function from a fixed point measurement data …
problem aims to identify the memory kernel function from a fixed point measurement data …
Identification of a memory kernel in a nonlinear integrodifferential parabolic problem
K Van Bockstal, M Slodička, F Gistelinck - Applied Numerical Mathematics, 2017 - Elsevier
In this contribution, the reconstruction of a solely time-dependent convolution kernel in an
nonlinear parabolic equation is studied. The missing kernel is recovered from a global …
nonlinear parabolic equation is studied. The missing kernel is recovered from a global …