E. Trofimchuk

Existence and uniqueness of monotone wavefronts in a nonlocal resource-limited model

S. Trofimchuk, M. Pinto, E. Trofimchuk, 2019, Proceedings of the Royal Society of Edinburgh: Section A Mathematics.

Mackey–Glass type delay differential equations near the boundary of absolute stability

S. Trofimchuk, Eduardo Liz, E. Trofimchuk, 2001, math/0111318.

Monotone waves for non-monotone and non-local monostable reaction–diffusion equations

S. Trofimchuk, M. Pinto, E. Trofimchuk, 2015, 1509.04789.

Mackey–Glass type delay differential equations near the boundary of absolute stability

S. Trofimchuk, Eduardo Liz, E. Trofimchuk, 2001, math/0111318.

PUSHED TRAVELING FRONTS IN MONOSTABLE EQUATIONS WITH MONOTONE DELAYED REACTION

S. Trofimchuk, M. Pinto, E. Trofimchuk, 2011, 1111.5161.

Admissible wavefront speeds for a single species reaction-diffusion equation with delay

S. Trofimchuk, E. Trofimchuk, 2006, math/0610025.

On the minimal speed of front propagation in a model of the Belousov-Zhabotinsky reaction

S. Trofimchuk, M. Pinto, E. Trofimchuk, 2014 .

Traveling waves for a model of the Belousov–Zhabotinsky reaction

S. Trofimchuk, M. Pinto, E. Trofimchuk, 2011, 1103.0176.

Slowly oscillating wave solutions of a single species reaction–diffusion equation with delay

Sergei Trofimchuk, Elena Trofimchuk, S. Trofimchuk, 2008 .

The peak-end rule and its dynamic realization through differential equations with maxima

S. Trofimchuk, Eduardo Liz, E. Trofimchuk, 2021, Nonlinearity.