activity
20172020
most citedChaotic bursting in semiconductor lasers

9 citations · 9 across the 2 of their papers we have counts for

collaborators

7 papers

math.DS2020

The limits of sustained self-excitation and stable periodic pulse trains in the Yamada model with delayed optical feedback

Stefan Ruschel, Bernd Krauskopf, Neil G. R. Broderick

We consider the Yamada model for an excitable or self-pulsating laser with saturable absorber, and study the effects of delayed optical self-feedback in the excitable case. More sp…

math.DS2019

The Spectrum of Delay Differential Equations with Multiple Hierarchical Large Delays

Stefan Ruschel, Serhiy Yanchuk

We prove that the spectrum of the linear delay differential equation with multiple hierarchical large delays $1\llτ_{1}\llτ…

q-bio.PE2019

Consequences of delays and imperfect implementation of isolation in epidemic control

Lai-Sang Young, Stefan Ruschel, Serhiy Yanchuk +1

For centuries isolation has been the main control strategy of unforeseen epidemic outbreaks. When implemented in full and without delay, isolation is very effective. However, flawl…

nlin.PS2019

Temporal dissipative solitons in time-delay feedback systems

Serhiy Yanchuk, Stefan Ruschel, Jan Sieber +1

Localized states are a universal phenomenon observed in spatially distributed dissipative nonlinear systems. Known as dissipative solitons, auto-solitons, spot or pulse solutions,…

math.DS2018

Delay-Induced Switched States in a slow-fast system

Stefan Ruschel, Serhiy Yanchuk

We consider the two-component delay system with small parameters , and positive feedback func…

math.DS2018

SIQ: a delay differential equations model for disease control via isolation

Stefan Ruschel, Tiago Pereira, Serhiy Yanchuk +1

Infectious diseases are among the most prominent threats to mankind. When preventive health care cannot be provided, a viable means of disease control is the isolation of individua…