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Mike Harrower | Alumni Services | Alumni
Furniture Design graduate Mike Harrower on finding your career direction and making sure you have an eye catching CV.
Classical Archaeology and Ancient History MA (Hons) - Undergraduate programmes | The University of Edinburgh
The study of classical civilisations' history and material culture is at the core of this programme. You will develop a range of disciplinary skills used by historians, archaeologists and art historians.
Derivation of the Gillespie algorithm
I'm going to be presenting the derivation of the Gillespie algorithm; explaining how and where it forms an exact solution to a system, and methods to improve its efficiency.
Lost and Found: Ben Jonson's Autograph in Joachim Morsius's Album Amicorum | Ben Jonson Journal
and. more worthy of my memory than anyone else. Sir. Francis Segar.
Information Security awareness sessions schedule | Information Security | Information Security
Check this page for information on our current awareness sessions.
Klaus Peter Müller (ed.), Scotland and Arbroath 1320–2020 | Journal of Scottish Historical Studies
We generally fought with one another rather than anyone else. When MSP (Member of the Scottish Parliament), Alasdair Allan, proposed a motion to highlight the Declaration, he secured only 14 signatures, ... Politics and the Union in an Uncertain Age’.
Melvyn Stokes, Matthew Jones and Emma Pett, Cinema Memories: A People’s History of Cinema-going in 1960s Britain | Journal of British Cinema and Television
venues closed, and it is a valuable resource for anyone interested in memory studies, Britain in the mid-twentieth century or the history of cinemas and cinemagoing.
May 2020 | Alumni Services | Alumni
An eclectic mix of fact, fiction and research from six alumni authors.
Science and Government in the UK
The Government Office for Science is the (little-known) part of the UK Government tasked with ensuring that policy* is based on the best available scientific evidence. In this talk, I will try to synthesise and relay some of the knowledge I've
Arrival times in stochastic assembly
Imagine assembling a product that has to go through N steps in order to be completed. Now consider a process in which (i) each step has a processing and degradation rate that is proportional to the number of products at that step and (ii) new