Logic List Mailing Archive
Three PhD student positions in verification, Sheffield (England)
Up to three fully funded research and teaching assistant positions with
the opportunity of undertaking a PhD are available within the Verification
Group, Department of Computer Science, at the University of Sheffield:
https://www.sheffield.ac.uk/dcs/research/groups/verification
<https://www.sheffield.ac.uk/dcs/research/groups/verification> The
verification group at Sheffield is growing rapidly. These posts provide
excellent opportunities for graduate students (UK and overseas) to obtain
a PhD in any active research area of the group, including semantics of
concurrent and distributed systems, logics and complexity, algebraic and
categorical approaches to program semantics, verification of multi-core
programs and weak memory models, interactive theorem proving.
The posts are fully funded for 6 years with 60% devoted to research and
40% to teaching support..
For more detailed information (including roles and responsibilities),
please see
https://www.jobs.ac.uk/job/CTM862/teaching-and-research-assistant-in-computer-science-3-posts
For details on possible supervisors and research projects, please contact
our personal websites from our group webpage
https://www.sheffield.ac.uk/dcs/research/groups/verification
<https://www.sheffield.ac.uk/dcs/research/groups/verification> For
informal enquiries, please do not hesitate to contact any group member by
email.
Dr. Jonni Virtema is keen to supervise students in any area of his current
research, which relate to the interplay of logic and complexity theory.
Current topics include logics and complexity theory related to numerical
data, and temporal logics designed to express so-called hyperproperties,
which are important in information flow and security. A further emerging
topic is to study foundations of neural networks using the machinery of
logics and complexity theory related to numerical data. See
http://www.virtema.fi/ <http://www.virtema.fi/> for further details.
Dr. Harsh Beohar is broadly interested in comparative concurrency
semantics and in the interplay of category theory, logic, and semantics.
Current topics include expressive modal logics, behavioural equivalence
games, synthesising distinguishing/characteristic formulae all at the
level of coalgebras. See https://dblp.org/pid/13/7482.html
<https://dblp.org/pid/13/7482.html> for an uptodate list of publications.
Dr. Mike Stannett is interested in formal verification of physical
theories, using Isabelle/HOL to verify first-order special and general
relativity. Working with researchers at the Renyi Institute in Budapest he
has successfully verified the “No Faster-than-Light Observers” theorem for
special relativity; he is now collaborating on a locale-based extension of
this proof to cover the corresponding theorem of general relativity. Other
topics of interest include extending the Hungarian theories to generate a
combined first-order quantum/relativistic theory. See
https://scholar.google.com/citations?user=kppqMecAAAAJ
<https://scholar.google.com/citations?user=kppqMecAAAAJ> for a list of
publications.
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