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Emergency student support (out-of-hours) | University contacts | The University of Edinburgh

https://www.ed.ac.uk/contacts/out-of-hours-support

Students who experience a crisis or emergency outside normal working hours (9am to 5pm), or a parent or supporter of a current student, can contact the University for support through the University Security 24/7 contact number 0131 650 2257.

Help improve our services | Study | The University of Edinburgh

https://study.ed.ac.uk/help-improve-services

We pay students to take part in a range of research activities to help us work out how best to improve our services. Register your details if you would like to take part.

Professor Nathaniel Dominy | IASH

https://www.iash.ed.ac.uk/profile/professor-nathaniel-dominy

the present state of things: it is difficult for the public to imagine how cave art was produced or experienced by Paleolithic peoples, and it is challenging for anyone to determine

UNCOVER | Applied Evidence Synthesis | Usher Institute

https://usher.ed.ac.uk/uncover-applied-evidence-synthesis

UNCOVER Applied Evidence Synthesis

Statistical Physics of Evolution

https://www.ph.ed.ac.uk/events/2017/76276-statistical-physics-of-evolution

In this talk, I will discuss the analogies between evolution and statistical physics. For example, the sites in a gene can be seen as the degrees of freedom in statistical physics, such as positions and momenta of particles in a gas. These genes

Talent and Development | Human Resources | Human Resources

https://human-resources.ed.ac.uk/learning-development

Enabling the University and its people to develop their potential.

fORum | School of Mathematics | School of Mathematics

https://maths.ed.ac.uk/events/forum-seminars

Discussion group for PhD students of Optimization and Operational Research (OOR) in Edinburgh.

Fisher KPP equation and travelling wavefronts

https://www.ph.ed.ac.uk/events/2017/75932-fisher-kpp-equation-and-travelling-wavefronts

The Fisher KPP equation provides a simple description of  population growth with a maximum capacity and diffusion. It exhibits travelling front solutions where a region with the maximum  population invades an unpopulated region. I

Disordered driven lattice gases

https://www.ph.ed.ac.uk/events/2009/75409-disordered-driven-lattice-gases

Defects (e.g. obstacles) in active transport systems can decrease the maximum flow that can be achieved by tuning boundary conditions (the transport capacity). Systems of this kind can be modelled by driven lattice gases with spatially varying

Inaugural lectures | Events | The University of Edinburgh

https://www.ed.ac.uk/events/lecture-series/inaugural

Each year the University hosts a series of inaugural lectures given by Professors or Chairs newly appointed by the University.