Add to ORKGdifference operator and a fractional variation of parameters formula, Communications in Applied Math., accepted and to appear. [2] S. Akesseh, J. Bracewell, A. Brucker, M. Foss, C. Hoffman, P. Radu, and T. Vossberg
The problemof a fluid flow coupled with heat transfer isencountered in many engineeringapplications....
Abstract. We prove Dirichlet’s principle for a nonlocal p-Laplacian system which arises in the nonlo...
The influence of weakly nonlocal effects on the speed of second sound along or against the direction...
A nonlocal heal conduction model, based on nonequilibrium thermodynamics, is proposed. This is achie...
In recent years several applications of fractional differential calculus have been proposed in physi...
Modeling heat flow in bodies with discontinuities, such as cracks, or with inclusions that have diff...
Peridynamics is a well-established nonlocal method for modeling the deformation of solid bodies. The...
This paper proposes a nonlocal fractional peridynamic (FPD) model to characterize the nonlocality of...
This study presents the derivation of ordinary state-based peridynamic heat conduction equation base...
This study presents peridynamic field equations for mechanical deformation, thermal diffusion, moist...
A model order reduction methodology for reducing the order of the peridynamic transient heat model i...
Based on the principles of locally-nonequilibrium thermodynamics were developed mathematical process...
Peridynamics is an emerging nonlocal continuum theory which allows governing field equations to be a...
This study presents an application of the PeriDynamic (PD) differential operator to solve free bound...
Nonlocal models of thermodynamics are becoming more and more popular in the modern world. Such model...
The problemof a fluid flow coupled with heat transfer isencountered in many engineeringapplications....
Abstract. We prove Dirichlet’s principle for a nonlocal p-Laplacian system which arises in the nonlo...
The influence of weakly nonlocal effects on the speed of second sound along or against the direction...
A nonlocal heal conduction model, based on nonequilibrium thermodynamics, is proposed. This is achie...
In recent years several applications of fractional differential calculus have been proposed in physi...
Modeling heat flow in bodies with discontinuities, such as cracks, or with inclusions that have diff...
Peridynamics is a well-established nonlocal method for modeling the deformation of solid bodies. The...
This paper proposes a nonlocal fractional peridynamic (FPD) model to characterize the nonlocality of...
This study presents the derivation of ordinary state-based peridynamic heat conduction equation base...
This study presents peridynamic field equations for mechanical deformation, thermal diffusion, moist...
A model order reduction methodology for reducing the order of the peridynamic transient heat model i...
Based on the principles of locally-nonequilibrium thermodynamics were developed mathematical process...
Peridynamics is an emerging nonlocal continuum theory which allows governing field equations to be a...
This study presents an application of the PeriDynamic (PD) differential operator to solve free bound...
Nonlocal models of thermodynamics are becoming more and more popular in the modern world. Such model...
The problemof a fluid flow coupled with heat transfer isencountered in many engineeringapplications....
Abstract. We prove Dirichlet’s principle for a nonlocal p-Laplacian system which arises in the nonlo...
The influence of weakly nonlocal effects on the speed of second sound along or against the direction...