The potential series expansion method: application to the asteroid (87) Sylvia are compared with those obtained using the
classical polyhedral method, and we found good agreement outside
Continuum limit in the fermionic hierarchical modelWe discuss the problem of rigorously constructing the
continuum limit in the fermionic hierarchical
Multiphase continuum modeling of thrombosis in aneurysms and recirculation zones into one efficient framework. In the present study, we address both the
physical and biochemical effects
Continuum limit in the fermionic hierarchical modelWe discuss the problem of rigorously constructing the
continuum limit in the fermionic hierarchical
A continuum anisotropic model of sea-ice dynamicsWe develop the essential ingredients of a new,
continuum and anisotropic model of sea-ice dynamics
The derivation of integration-fragmentation equations in the Becker-Döring case-Döring case. From the
continuum integration-fragmentation equation we derived a new equation which we call
A continuum anisotropic model of sea-ice dynamicsWe develop the essential ingredients of a new,
continuum and anisotropic model of sea-ice dynamics