DOMAINS 2018 - Workshop DOMAINS

The applications of domain theory include programming logics (LCF), design of programming languages, models of the lambda calculus, applications to recursion theory (higher-type computability, Kleene-Kreisel countable functionals), general topology (injective spaces, function spaces, locally compact spaces, Stone duality), topological algebra (Lawson semilattices) and analysis (measure, integration, dynamical systems). Moreover, these applications are related – for example, Stone duality has given rise to a logic of observable properties of computational processes.
The Domains workshop series is aimed at computer scientists and mathematicians alike who share an interest in the mathematical foundations of computation. The workshop series focuses on domains, their applications in mathematics and computer science, and related topics. Previous meetings were held in Darmstadt (1994, 1999, 2004), Braunschweig (1996), Munich (1997), Siegen (1998), Birmingham (2002), Novosibirsk (2007), Brighton (2008), Swansea (2011), Paris (2014), and Cork (2015).