Initiated by the center’s students and researchers in 2019, the Tsinghua Logic Salon has quickly grown into a lively platform for try-outs and exchanges of new ideas. Researchers in various fields of logic are invited to present their latest research, as well as the challenges that they see. Every participant is encouraged to engage in discussions and exchange of perspectives. Each session lasts for 1.5 hours in total, with 30 minutes of discussion included.
Organizing Committee:
Junhua Yu, Chenwei Shi, Wei Wang, Han Xiao, Haoxuan Luo. (From June 2025 to Now)
Junhua Yu, Chenwei Shi, Wei Wang, Jialiang Yan, Penghao Du. (From September 2023 to June 2025)
■ Current Events
2025 Dec 11/18 13:00-14:30 Hanti Lin (University of California, Davis) A Gentle but Heretic Tutorial on the Mathematics and Epistemology of Data Science
Abstract: Quine argues for naturalism—the view that epistemology is continuous with science—and adds an influential claim that the junction point between epistemology and science must be psychology (or neighboring empirical fields). On the other hand, Carnap argues for the generality of logic—that logic should be broadly construed to include the logic of inductive inference—and adds a similarly influential claim that inductive logic must be Bayesian. I embrace both naturalism and the generality of logic, but I resist Quine’s and Carnap’s respective addenda. In particular, I believe that (i) epistemology can also connect to science through data science, and (ii) the more theoretical parts of data science—such as statistics and machine learning theory—can help us build an inductive logic that need not be Bayesian. These two points, (i) and (ii), are easier to appreciate with some familiarity with the mathematics used in data science. Hence the proposed tutorial: a gentle introduction to some of the mathematics of statistics and machine learning, designed to support my heretic philosophical view. I will deliver the 1.5-hour tutorial on December 11, provide materials for reading after the tutorial, and hold a 1.5-hour Q&A session the following week, on December 18.
2025 Nov 20 16:00-17:30 Liangda Fang (Jinan University) Strategy Synthesis of LIA-Definable Terminating Impartial Combinatorial Games
2025 Oct 23 16:00-17:30 Igal Kvart (Hebrew University of Jerusalem) The new Pragmatics: Assertions are Pragmatic
2025 Oct 14 19:00-21:00 Igal Kvart (Hebrew University of Jerusalem) A new Pragmatics, by-passing Grice and Stalnaker
2025 Sep 18 14:00-15:30 Hiroakira Ono (Japan Advanced Institute of Science and Technology) Extensions of bi-intuitionistic logic —— a review
Bi-intuitionistic logic is intuitionistic logic with co-implication , which is a logical connective dual to usual implication. Roughly speaking, while
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must hold between conjunction and implication,
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must hold between disjunction and co-implication. In classical logic, as means , nothing interesting will occur by introducing co-implication. The main aim of my talk is to examine how intuitionistic world will be affected by the introduction of co-implication, by checking basic logical properties of extensions of BiInt in comparison with those of extensions of intuitionistic logic.
First, we will discuss the subject from syntactical aspects, that include (cut-free) sequent formulation, (local) deduction theorems, and also negative translation. Next we will focus our attention on the symmetry features peculiar to extensions of BiInt. It is pointed out that an interesting duality exists between a given logic and its mirror image, which can preserves some interesting logical properties. Also, algebraic approaches based on bi-Heyting algebras will be discussed.
■Past Events
Click HERE to check the past events from 2019-2024.
Click HERE to check the past events from 2024-.