*Continuity, Computability, Constructivity – From Logic to Algorithms* * (CCC 2017)* * Loria, 26-30 June 2017* *Call for papers* http://ccc2017.loria.fr/
CCC is a workshop series bringing together researchers from exact real number computation, computable analysis, effective descriptive set theory, constructive analysis, and related areas. The overall aim is to apply logical methods in these disciplines to provide a sound foundation for obtaining exact and provably correctalgorithms for computations with real numbers and related analytical data, which are of increasing importance in safety critical applications and scientific computation.
Previous workshops have been held in Cologne 2009, Trier 2012, Gregynog 2013, Ljubljana 2014, and Kochel 2015. The conference series has always been linked with EU-funded international research projects, with COMPUTAL (Computable Analysis) in the years 2012-2015 and now with CID (Computing with Infinite Data), a research network between Europe, Chile, Japan, New Zealand, Russia, Singapore, South Africa, South Korea, and the USA. This conference is the first CID event, but is open to all researchers in the area.
The workshop will take place in Nancy, France.
*Scope: *The workshop specifically invites contributions in the areas of
* Exact real number computation, * Correctness of algorithms on infinite data, * Computable analysis, * Complexity of real numbers, real-valued functions, etc. * Effective descriptive set theory * Scott's domain theory, * Constructive analysis, * Category-theoretic approaches to computation on infinite data, * Weihrauch degrees, * And related areas.
*Invited Speakers:*
* Matthew de Brecht (Kyoto, Japan) * Bernhard Reus (Brighton, UK) * Matthias Schröder (Darmstadt, Germany) * Alex Simpson (Ljubljana, Slovenia)
* * *Submission:* * * Extended abstracts (1-2 pages) of original work are welcome. * * ** *Extended Deadline:* *10 May 2017*
** *Upload your submission via EasyChair:*
https://easychair.org/conferences/?conf=ccc20170
*Programme Committee:*
* Ulrich Berger (Swansea) * Pieter Collins (Maastricht) * Mathieu Hoyrup (Nancy) (co-chair) * Erik Palmgren (Stockholm) * Victor Selivanov (Novosibirsk) * Dieter Spreen (Siegen) (co-chair) * Martin Ziegler (Daejeon).
*Organizing Committee:*
* Anne-Lise Charbonnier (Nancy) * Mathieu Hoyrup (Nancy)
Dear Everyone,
I am happy to announce a talk by Professor Van Der Torre from University of Luxembourg as follows. Everyone is welcome.
Speaker: Professor Van der Torre https://scholar.google.com/citations?user=kRoU8dEAAAAJ&hl=ja Date: 14:00-16:00 on April 17 (Monday) Place: 1901(19F), NII https://www.nii.ac.jp/about/access/ Title and Abstract: see below
Best Regards, Ken Satoh ====================================================== Past, present, and future of deontic logic
Abstract. I will give an overview of deontic logic, based on the main challenges addressed in the area. In the past the main challenges were contrary-to-duty reasoning and conflicting norms, which led to preference-based semantics and a modal logic approach. Presently the focus is on Jorgensen's dilemma and the logic of permissive and constitutive norms, which led to norm based semantics. In the future I expect more focus on agent centered issues such as knowledge based obligation, moral luck, procrastination, multiagent miner scenarios, imperatives, and game based semantics.
Paper. GABRIELLA PIGOZZI AND LEENDERT VAN DER TORRE, Multiagent Deontic Logic and its Challenges from a Normative Systems Perspective. Handbook of normative multiagent systems, to appear. College Publications.
http://icr.uni.lu/leonvandertorre/papers/HNMAS17.pdf
Bio. Leon van der Torre joined the University of Luxembourg as a full professor for Intelligent Systems in 2006. He developed the BOID agent architecture (with colleagues from Vrije Universiteit Amsterdam), input/output logic (with David Makinson) and the game-theoretic approach to normative multiagent systems (with Guido Boella). He is an editor of the handbook of deontic logic and normative systems (first volume 2013, second volume in preparation), editor of the handbook on formal argumentation (in preparation), editor of the handbook on normative multi agent systems (in preparation), deontic logic corner editor of Journal of Logic and Computation, and member of editorial board of Logic Journal of the IGPL, the IfCoLog Journal of Logics and their Applications, and the EPiC series in Computer Science. Moreover he is coordinator of the Horizon2020 Marie Curie RISE Network “Mining and Reasoning with Legal Texts” (MIREL, 2016-2019).
Deontic logic. The past. The first volume of the handbook of deontic logic and normative systems [2013] explains that traditional modal deontic logic has been criticized for several reasons, and the past twenty years have seen the development of several alternatives to the traditional modal approach such as input/output logic, non-monotonic approaches, logic programming based approaches, update semantics, causal deontic logic, algebraic approaches, etc. Nevertheless, the traditional modal approach is still often referred to as "standard" deontic logic. The present. The area of deontic logic is currently split into two main traditions. The first one is centered in US and linguistics / philosophy and follows the traditional modal approach along three main developments: System KD [Von Wright 1951], preference based semantics [Hansson 1969,Lewis 1973], and the general theory of modality based on modal base and ordering source [Kratzer 1981]. The second tradition is more centered in EU and legal philosophy / computer science and is based also on three main developments, namely normative systems [Alchourron & Bulygin 1971], non-monotonic logic [Horty 1991] , and norm based semantics [Makinson 1999]. The future. I expect these two traditions to merge in the coming years. The past five years researchers in these two traditions have started to realize that these two traditions are much more similar than previously understood. Many of the proposed advantages of the alternative approach have already been handled by developments in the traditional approach [Horty 2014]. The similarity of the formal systems in both traditions has been the topic of two ESSLLI courses [Condoravdi and van der Torre 2014, 2016].