We are looking for a highly motivated PhD student to work in the
project “Sequent and tableau-based systems for non-classical logics”.
The duration of the project is 33 months . A monthly stipend of 2500
PLN is attached to the position. Research in the project will be
conducted under the supervision of prof. Andrzej Indrzejczak in the
Department of Logic and Methodology of Science at the University of
Łódź, Poland.


BRIEF PROJECT DESCRIPTION

A (non-exhaustive) list of topics of interest comprises the following:
- sequent calculi for temporal and other non-classical logics
- tableau-calculi for logics with cardinality constraints and other
non-classical logics
- decision procedures for various logics
- computational complexity and proof complexity of various logics.


MAIN RESPONSIBILITIES

- Participating actively in research conducted by other team members
- preparing papers for publication and/or presentation at domestic
and/or international conferences
- conducting case studies, i.e., applying general methodology of
devising tableau/sequent calculi to concrete logics
- (optionally) implementing concrete sequent and tableau-based
decision procedures as automated provers.


SELECTION CRITERIA

Essential
A successful candidate
- holds Bachelor's/Master's degree in philosophy/mathematics/cognitive
science or related discipline (involving logic);
- is a PhD student in his/her first or second year of studies (logic
or related discipline) or is going to obtain this status by October,
3rd, 2018 (It is possible to apply for PhD studies in the Institute of
Philosophy at the University of Łódź, see:
https://rekrutacja.uni.lodz.pl.);
- betrays extensive interest in logic and has good background in this
discipline;
- has experience in delivering talks at conferences and writing
scientific papers and submitting them for publication;
- has good command of English;
- has very strong motivation for scientific work;
- is ready for full involvement in the project, consisting in regular
meetings with other members of the project and regular reporting on
the progress of work to the PI.

Desirable
- Publication record in logic-related topics;
- Experience in publishing/delivering talks at conferences in English;
- Programming skills;
- Some background in theoretical computer science (computational
complexity, proof complexity);
- Working knowledge of LaTeX.


HOW TO APPLY?

Applications should be send by email to the Principal Investigator of
the project, prof. Andrzej Indrzejczak ([email protected]),
no later than on October, 3rd, 2018, 20:00, and titled “Application,
position for a PhD student”. Candidates should attach the following
documents (in Polish or English):
- academic CV (including information on scientific interests, list of
publications and
conference talks etc.)
- cover letter
- sample of writing (a scientific article, an excerpt from a bachelor’s/master’s
dissertation etc.) in English or Polish
- reference contact list (with email addresses and optionally phone
numbers); at least one contact is mandatory.



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This email has been sent via Studia Logica address list;
see also http://www.StudiaLogica.org and
http://www.StudiaLogica.org/call.for.papers.html

We acknowledge the use of the following mailing list:
Algebra Universalis researchers
Logicians in Japan: [email protected]
Logicians in China and Singapore
Polish Association for Logic and Philosophy of Science
---------------------------------------------------------
Best Regards
Krzysztof Pszczola       (www.StudiaLogica.org webmaster)
---------------------------------------------------------



-- 
-----------------------------------------------
Walter Carnielli
Centre for Logic, Epistemology and the History of Science and
Department of Philosophy
State University of Campinas –UNICAMP
13083-859 Campinas -SP, Brazil


http://www.cambridge.org/br/academic/subjects/philosophy/twentieth-century-philosophy/significance-new-logic?format=HB&isbn=9781107179028


Institutional e-mail: [email protected]
Website: http://www.cle.unicamp.br/prof/carnielli
CV Lattes : http://lattes.cnpq.br/1055555496835379

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