Christian Bick

Nov
04
New preprint on higher-order phase reduction for delay-coupled oscillators

New preprint on higher-order phase reduction for delay-coupled oscillators

In a new preprint, ACDC members Chris Bick, Bob Rink, and Babette de Wolff develop a phase reduction method for
Nov
04
New paper on dynamic connectivity in adaptive networks

New paper on dynamic connectivity in adaptive networks

A new paper by Christian Bick and Erik A. Martens, Roskilde University, Denmark, explores how complex systems like brains and
1 min read
Sep
29
How many points converge to a heteroclinic network in an aperiodic way?

How many points converge to a heteroclinic network in an aperiodic way?

A new article by ACDC member Christian Bick and Alexander Lohse (University of Hamburg, Germany) has just been published on
1 min read
Aug
06
Workshop at the Amsterdam Center for Dynamics and Computation covers many facets of dynamical systems

Workshop at the Amsterdam Center for Dynamics and Computation covers many facets of dynamical systems

On June 9–11 the Amsterdam Center for Dynamics and Computation hosted the 0 mod 10 Dynamics workshop organized by
1 min read
Mar
24
0 mod 10 workshop

0 mod 10 workshop

We are excited to announce the 0 mod 10 workshop, which will take place at the Vrije Universiteit Amsterdam on
Nov
26
BeyondTheEdge website is now online

BeyondTheEdge website is now online

The new website of the Marie Skłodowska-Curie Doctoral Network  BeyondTheEdge coordinated by the Amsterdam Center for Dynamics and  Compuation is
1 min read
Nov
18
BeyondTheEdge Doctoral Network Kicks Off

BeyondTheEdge Doctoral Network Kicks Off

Let the science and math begin! With its Kick-Off Meeting, the EU-funded Marie Skłodowska–Curie Doctoral Network BeyondTheEdge has officially
1 min read
Apr
29
Preprint on high-order phase reductions for delay-coupled networks

Preprint on high-order phase reductions for delay-coupled networks

Coupled oscillators with time-delayed network interactions are critical to understand synchronization phenomena in many physical systems. Phase reductions to finite-dimensional
1 min read
Jun
16
New Preprint on Phase Reductions

New Preprint on Phase Reductions

Phase reductions yield phase oscillators networks (with or without higher-order interactions) that describe the dynamics of nonlinear oscillator networks. The