3 citations · 3 across the 5 of their papers we have counts for
5 papers
Supersymmetric pairing of Lambert W-kink nerve impulses
M. F. De la Rosa-López, D. M. Galván-Arellano, J. L. Larios-Ferrer +2
Nerve impulses can be modelled as electromechanical density waves within the improved Heimburg-Jackson model. The inclusion of higher-order polynomial nonlinearities leads to a gen…
Lambert W-kink Solitons Arising from Higher-Order Nonlinearities of Lipid Membranes
V. A. Mendoza-Millán, J. L. Larios-Ferrer, J. Samuel Millán +1
Accurate modelling of nerve impulse propagation requires accounting for strong higher-order nonlinearities in membrane dynamics, as incorporated in the extended Heimburg-Jackson mo…
Quasi-stationary evolution of cubic-quintic NLSE drop-like solitons in DNA-protein systems
O. Pavón-Torres, J. R. Collantes-Collantes, M. A. Agüero-Granados
Nonlinear molecular excitations in DNA have traditionally been modelled using the nonlinear Schrödinger equation (NLSE). An alternative approach is based on the plane-base rotator…
Adiabatic evolution of solitons embedded on lipid membranes
O. Pavón-Torres, M. A. Agüero-Granados, R. Valencia-Torres
The Heimburg-Jackson model, or thermodynamic soliton theory of nervous impulses, has a well-established record as an alternative model for studying the dynamics of nerve impulses a…
Interaction and adiabatic evolution of orthodromic and antidromic impulses in the axoplasmic fluid
O. Pavón-Torres, M. A. Agüero-Granados, M. E. Maguiña-Palma
Unlike expected from the Hodgkin-Huxley model predictions, in which there is annihilation once orthodromic and antidromic impulses collide, the Heimburg-Jackson model demonstrates…