Programme
MONDAY, January 9
9:15-9:30
9:30-10:30
10:30-10:45
10:45-11:45
11:45-12:00
12:00-13:00
13:00-14:00
14:00-15:00
15:00-15:15
15:15-16:15
16:15-16:30
16:30-17:30
Opening
Morning session (Chair: Andrew Tedder)
Universal statements and nonexistent counterexamples (Louis Rouillé, slides here)
Coffee break
Carnap as a Beall-style Logical Monist (Teresa Kouri Kissel, slides here)
Coffee break
Preserving and Extending Purity for Formal Proofs (Robin Martinot, slides here)
Lunch break
Afternoon session (Chair: Franci Mangraviti)
The Connectives: Mean Them as You Use Them, Use Them as You Mean Them (Sophie Nagler, slides here)
Coffee break
How Much Comprehension Is (Relevantly) Logical? (Shay Allen Logan, slides here)
Coffee break
Semantic Proof Systems: Why and How to Stop Worrying (Fabio De Martin Polo, slides here)
Social dinner
TUESDAY, January 10
9:30-10:30
10:30-10:45
10:45-11:45
11:45-12:00
12:00-13:00
13:00-14:00
14:00-15:00
15:00-15:15
15:15-16:15
16:15-16:30
16:30-17:30
Morning session (Chair: Robin Martinot)
On the Notion of Logical Nihilisms (Aadil Kurji)
Coffee break
Queer Incomaths: Inconsistent Mathematics as a Critical Maths Kind (Franci Mangraviti, slides here)
Coffee break
To Be Done with All This Measuring of Truth (Alessandro Cecconi, slides here)
Lunch break
Afternoon session (Chair: Timo Weiss)
Care-Theoretic Semantics (Thomas Macaulay Ferguson)
Coffee break
Conceptual (and hence mathematical) explanation and conceptual grounding... it is not complicated! (F. Poggiolesi, slides here)
Coffee break
Logical Pluralism and Realism about Logic (Dustin Goosens, slides here)
WEDNESDAY, January 11
9:30-10:30
10:30-10:45
10:45-11:45
11:45-12:00
12:00-13:00
13:00-14:00
14:00-15:00
15:00-15:15
15:15-16:15
Morning session (Chair: Dustin Goossens)
Rethinking Logical Consequence (Gillian Russell, slides here)
Coffee break
Relevant Logics as Theories of Topic (Andrew Tedder, slides here)
Coffee break
Relevant Abstractionism (Francesca Boccuni, slides here)
Lunch break
Afternoon session (Chair: Franci Mangraviti)
Proof Invariance (Blane Worley, slides here)
Coffee break
On Accepting and Rejecting Reflection Principles (Eileen Nutting, slides here)