logic-ml の皆様、
北海道大学の山田友幸先生の代理で下記の情報を投稿いたします。
佐野勝彦
2nd Call for Papers
***********************
Special Issue of RAP (Review of Analytic Philosophy) on 'Logics of
Communicative Interaction'
We invite submissions to a Special Issue on 'Logics of
Communicative Interaction'. This special issue will appear in the
peer-reviewed international journal called the 'Review of Analytic
Philosophy', which was first launched in 2021 as a new Open Access journal
in analytic philosophy.
This special issue welcomes new work on the logical study of dynamic
changes that take place in scenarios of communicative interaction. Complex
forms of change in cognitive states of agents and their social relations
can occur in the process of communicative interaction, which calls for a
detailed logical analysis. A central topic in such an analysis is the
triggers of such changes and their effects during the process of
communication. The triggers can include a variety of possible speech acts
while an analysis of their effect will typically zoom-in on the formal
representations of agent's doxastic and epistemic attitudes as well as the
deontic status of action types available to them. The study of such logics
for communicative interaction can be approached from different disciplines,
including logic, epistemology, argumentation theory, social choice theory,
AI, Computer Science, and Philosophy. More specifically, this special
issue welcomes work on the following topics:
- Dynamic Logics of Communication
- Logics of Speech Acts
- Logics for Belief Change and Knowledge Updates
- Dynamic Epistemic Logics
- Logical analysis of Communication in Social Networks
- Dynamic Deontic Logic
All papers will be peer reviewed according to the standards of the Journal.
Authors are advised to read the CFP of the journal downloadable from the
following page:
https://rap-journal.net/call-for-papers/ .
All the conditions specified in the CFP of the journal apply except the
condition on the publication fee: papers accepted for publication in this
special issue will be published free of charge.
Submission details:
Manuscripts should be between 8000 and 10000 words and submitted as a
double-spaced Word document or PDF file with an abstract of around 150
words. They should be fully anonymized to ensure double-blind reviewing.
Manuscripts are submitted under the understanding that they have not been
published elsewhere, either in whole or in part, and are not currently
under review elsewhere. Submissions can be made via the online submission
form at
https://rap-journal.net/submit-for-authors/
or by email attachments (rap(a)myukk.org).
If the authors intend to use LaTeX for preparing the manuscript, please use
the standard article class and submit the manuscript in the form of a PDF
file (neither the source files nor the dvi file).
Submission Deadline: 30th September 2023
All inquiries should be sent to rap(a)myukk.org .
Guest co-editors of the special issue:
Sonja Smets
Tomoyuki Yamada
関係者の皆様,
以下の要領で数学基礎論サマースクール2023を開催いたします.
周知および多くの方にご出席いただけますと幸いです.
テーマ:連続体上の計算論
日時:2023年9月11日(月)〜15日(金)
場所:明治大学駿河台キャンパス
幹事:宮部賢志(明治大学),木原貴行(名古屋大学)
連絡先:宮部賢志,research(a)kenshi.miyabe.name
講師および内容:
鈴木登志雄:計算論速習(Turing機械,停止問題,算術的階層)
宮部賢志:実数の計算可能性
Holger Thies:実関数の計算可能性・計算量
Matthew de Brecht:計算可能位相空間論
木原貴行:実現可能性理論/計算可能数学の圏
詳細は以下のページで随時案内します.
http://kenshi.miyabe.name/kisoron_school_2023/
どうぞよろしくおねがいします.
宮部
--
Kenshi Miyabe
email (research): research(a)kenshi.miyabe.name
email (other): miyabe(a)meiji.ac.jp
Associate Professor
Department of Mathematics
School of Science and Technology
Meiji University
Tel: +81-44-934-7460
皆様,
東北大学の横山です.
直前のご案内で恐縮ですが,以下の通りセミナーを開催いたします.
(通常と異なり火曜日となっております.)
https://sites.google.com/view/sendai-logic/
日時:5月9日(火)15:00〜
場所:東北大学理学研究科合同A棟801号室 (zoom配信あり)
講演者:Antonio Montalban (University of California, Berkeley)
Title: The game metatheorem.
Abstract: We present a new metatheorem based on Ash and Kight’s
original eta-system priority argument. The previous modification of
Ash and Knight’s metatheorem by the author was more hands-on and
slightly more general than the original. This new version is more
abstract, less hands-on, less general, but much easier to apply. We
will also mention a new topological version that is currently work in
progress with Andrew Marks.
どうぞよろしくお願いいたします.
横山啓太
--
Keita Yokoyama
Mathematical Institute, Tohoku University
Aoba, Sendai, JAPAN, 980-8578
keita.yokoyama.c2(a)tohoku.ac.jp
logic-mlの皆様
京都大学の湯山と申します.
今年9月25日--9月29日にRIMSで開催される,Continuity, Computability,
Constructivityに関するワークショップ(CCC
2023)の講演募集案内をお送りいたします.
投稿締切は7月31日です.
どうぞよろしくお願いいたします.
Takao Yuyama
湯山孝雄
京都大学数理解析研究所
yuyama(a)kurims.kyoto-u.ac.jp
__________________________________
CALL FOR CONTRIBUTIONS:
CCC 2023: Continuity, Computability, Constructivity – From Logic to
Algorithms
Research Institute for Mathematical Sciences, Kyoto University
Kyoto, Japan, September 25 - 29, 2023
Conference website: https://www.i.h.kyoto-u.ac.jp/ccc2023/
==============================================
Submission link: https://easychair.org/conferences/?conf=ccc2023
Deadline for Submissions July 31, 2023
Extended abstracts (1-2 pages) of original work should be submitted in
pdf format.
====================================================
Topics: constructive mathematics, constructive analysis, computable
analysis, exact real number computation
CCC is a workshop series that brings together researchers applying
logical methods to the development of algorithms, with a particular
focus on computation with infinite data, where issues of continuity,
computability and constructivity play major roles. Specific topics
include 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 correct algorithms
for computations with real numbers and other continuous 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, Kochel 2015, Nancy 2017, Faro 2018, Ljubljana
2019, Faro 2020 (online), Birmingham 2021 (online), and Padova 2022.
========================================================
Invited Speakers:
Takako Nemoto (Tohoku University, Sendai, JP)
Linda Westrick (Penn State University, USA)
Alexander G. Melnikov (Victoria University of Wellington, NZ)
Siegfried M. Rump (Hamburg University of Technology, DE)
========================================================
Contributions
The workshop invites all contributions relating to computation where
issues of continuity, computability and constructivity play major roles.
Specific areas of interest include:
Exact real number computation
Correctness of algorithms on infinite data
Computable analysis
Complexity of real numbers, real-valued functions, etc.
Effective descriptive set theory
Domain theory
Constructive analysis and topology
Constructive foundations
Category-theoretic approaches to computation on infinite data
Weihrauch degrees
Other related areas
Participation is open both in presence and online.
=====================================================================
Programme Committee
Ulrich Berger (Swansea, UK)
Daniel Graça (Faro, Portugal)
Takayuki Kihara (Nagoya, Japan)
Milly Maietti (Padua, Italy)
Norbert Müller (Trier, Germany) (chair)
Sewon Park (Kyoto, Japan)
Svetlana Selivanova (Novosibirsk, Russia)
Chuangjie Xu (Munich, Germany)
Martin Ziegler (KAIST, Republic of Korea)
Organizing Committee
Matthew de Brecht (Kyoto, Japan)
Akitoshi Kawamura (Kyoto, Japan) (co-chair)
Sewon Park (Kyoto, Japan)
Holger Thies (Kyoto, Japan) (co-chair)
Hideki Tsuiki (Kyoto, Japan)
Takao Yuyama (Kyoto, Japan)
皆様,
東北大学の横山です.
直前のご案内で恐縮ですが,以下の通りセミナーを開催いたします.
https://sites.google.com/view/sendai-logic/
日時:4月21日(金)16:00〜
場所:東北大学理学研究科合同A棟801号室 (zoom配信あり)
講演者:藤原誠(東京理科大学)
Title: On the embedding of Kripke models into Beth models
Abstract:
Kripke showed in [1] that first-order Kripke models can be embedded
into first-order Beth models with constant domains by a sophisticated
transformation. Following [2, Chapter 13], we revisit the embedding
from modern perspectives.
[1] S. A. Kripke, Semantical Analysis of Intuitionistic Logic I,
Studies in Logic and the Foundations of Mathematics, Vol.40, pp.
92-130, 1965.
[2] A. S. Troelstra and D. van Dalen, Constructivism in Mathematics,
Vol 2, Elsevier, 1988.
どうぞよろしくお願いいたします.
横山啓太
--
Keita Yokoyama
Mathematical Institute, Tohoku University
Aoba, Sendai, JAPAN, 980-8578
keita.yokoyama.c2(a)tohoku.ac.jp