Location & dates EMBL Heidelberg, Germany 8 - 11 Nov 2020 Register Now
Deadlines Registration - 28 Sep 2020 Abstract - 17 Aug 2020
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EMBL Courses and Conferences during the Coronavirus pandemic

With the onsite programme paused, many of our events are now being offered in virtual formats.


Registration is open as usual for many events, with back-up plans in place to move further courses and conferences online as necessary. Registration fees for any events affected by the COVID-19 disruption are fully refundable.


More information for participants of events at EMBL Heidelberg can be found here.

 

Symposium Overview

Oscillations are abundant - from hormonal oscillations with periods of days and months, to genetic fluctuations in the range of hours (circadian clock, embryonic oscillators), and metabolic and biochemical oscillations in the order of minutes (glycolytic oscillations) and seconds (Calcium-dynamics) - oscillations are central to biology across different temporal and spatial scales. At this symposium multiple disciplines will come together in order to discuss common mechanisms underlying the generation of oscillations.

This symposium aims to further strengthen a new, highly interdisciplinary community composed of scientists from very different fields and who share a common interest in oscillatory phenomena and biological dynamics. As such, this meeting provides a unique platform for this emerging new community working at the interface between quantitative biology, complex oscillatory systems and physics.

Session Topics

  • Oscillation mechanisms across different scales: from circadian clock to embryonic oscillators to biochemical (metabolic) oscillations
  • Oscillation function: besides known clock functions, other emerging concepts of oscillatory dynamics as a basis for temporal signal encoding mechanisms
  • Quantitative/imaging approaches in order to study oscillatory dynamics
  • Synchronisation of coupled oscillators, such as coupled oscillators and synchronisation in various contexts and at different scales
  • Mathematical modelling and computational approaches to oscillatory dynamics