Dear all,
We will have our next LIRa session tomorrow, on Thursday, 15 December 16:30.
This will be a hybrid session with the speaker present on location.
If you want to attend online, please use our recurring zoom link:
https://uva-live.zoom.us/j/89230639823?pwd=YWJuSnJmTDhXcWhmd1ZkeG5zb0o5UT09
(Meeting ID: 892 3063 9823, Passcode: 421723)
You can find the details of the talk below.
Speaker: Fan Yang (Utrecht University)
Date and Time: Thursday, December 15th 2022, 16:30-18:00
Venue: ILLC seminar room F1.15 in Science Park 107 and online.
Title: Generalizing propositional team semantics
Abstract. In this talk, we discuss a generalization of the standard
team semantics in the propositional logic context. Team semantics was
introduced by Hodges (1997) and later advanced by Väänänen (2007)
in dependence logic. Propositional dependence logic (studied in (Yang
& Väänänen 2016)) is an extension of (classical) propositional
logic with a new type of atomic formulas, called dependence atoms, to
express the (functional) dependencies between propositions. The key
idea of team semantics is that such dependency properties can only
make sense in multitudes. A formula in such a logic is thus evaluated
on a set of valuations or possible worlds (called teams). Dependence
atoms correspond exactly to functional dependencies studied in
database theory; in particular, these atoms satisfy Armstrong’s
Axioms (1974), which completely axiomatize the implication problem of
functional dependencies. The same type of team semantics was also
independently adopted in inquisitive logic (Ciardelli & Roelofsen
2011).
Essentially, team semantics is defined over an underlying powerset
(Kripke) frame of the teams, which also forms a bounded
join-semilattice. Several authors ((Puncochar 2016 &
2017),(Holliday 2020),(Dmitrieva 2021),(Bezhanishvili & Yang
2022)) have recently defined different generalizations of the standard
team semantics by modifying this powerset structure from different
perspectives. In this talk, we propose a new definition of team
semantics that tries to combine the approaches of (Puncochar
2017),(Dmitrieva 2021),(Bezhanishvili & Yang 2022) and also
preserve the key original idea of Hodges (1997). We define a team
(Kripke) frame simply as an arbitrary bounded join-semilattice
satisfying certain conditions. The semantics for connectives and
constants are generalized in a natural manner. The dependence atoms in
this generalized setting still satisfy Armstrong’s Axioms of
functional dependencies.
Hope to see you there!
The LIRa team
Dear all,
We will have our next LIRa session on Thursday, 15 December 16:30.
This will be a hybrid session with the speaker on location.
If you want to attend online, please use our recurring zoom link:
https://uva-live.zoom.us/j/89230639823?pwd=YWJuSnJmTDhXcWhmd1ZkeG5zb0o5UT09
(Meeting ID: 892 3063 9823, Passcode: 421723)
You can find the details of the talk below.
Speaker: Fan Yang (Utrecht University)
Date and Time: Thursday, December 15th 2022, 16:30-18:00
Venue: ILLC seminar room F1.15 in Science Park 107 and online.
Title: Generalizing propositional team semantics
Abstract. In this talk, we discuss a generalization of the standard
team semantics in the propositional logic context. Team semantics was
introduced by Hodges (1997) and later advanced by Väänänen (2007)
in dependence logic. Propositional dependence logic (studied in (Yang
& Väänänen 2016)) is an extension of (classical) propositional
logic with a new type of atomic formulas, called dependence atoms, to
express the (functional) dependencies between propositions. The key
idea of team semantics is that such dependency properties can only
make sense in multitudes. A formula in such a logic is thus evaluated
on a set of valuations or possible worlds (called teams). Dependence
atoms correspond exactly to functional dependencies studied in
database theory; in particular, these atoms satisfy Armstrong’s
Axioms (1974), which completely axiomatize the implication problem of
functional dependencies. The same type of team semantics was also
independently adopted in inquisitive logic (Ciardelli & Roelofsen
2011).
Essentially, team semantics is defined over an underlying powerset
(Kripke) frame of the teams, which also forms a bounded
join-semilattice. Several authors ((Puncochar 2016 &
2017),(Holliday 2020),(Dmitrieva 2021),(Bezhanishvili & Yang
2022)) have recently defined different generalizations of the standard
team semantics by modifying this powerset structure from different
perspectives. In this talk, we propose a new definition of team
semantics that tries to combine the approaches of (Puncochar
2017),(Dmitrieva 2021),(Bezhanishvili & Yang 2022) and also
preserve the key original idea of Hodges (1997). We define a team
(Kripke) frame simply as an arbitrary bounded join-semilattice
satisfying certain conditions. The semantics for connectives and
constants are generalized in a natural manner. The dependence atoms in
this generalized setting still satisfy Armstrong’s Axioms of
functional dependencies.
Hope to see you there!
The LIRa team
Dear all,
Tomorrow you are invited to the joint seminar organised by VvL and the logic seminars of the Netherlands. There will be no regular LIRa session.
The Dutch Association for Logic and Philosophy of the Exact Sciences (VvL) will hold an annual in-person joint seminar organized by the University of Groningen. The event is inspired by the departmental logic seminars that are organized at each university, and aims to unify the universities for a collaborative seminar. Besides hosting a main speaker, the seminar will also be the location of the award ceremony of the VvL MSc Thesis Prize winners, who will give a short presentation of their thesis.
For more information, see the GroLog website here:
https://sites.google.com/rug.nl/grolog/home
In particular please note that you should register to attend the event via this form before 5 December:
https://forms.gle/5EYXwK6eh3uy5naAA
The event will be fully on location, with no hybrid or online participation.
Date and time: Thursday, December 8th 2022, 15:00-17:00
Location: Jantina Tammeszaal, in the University Library in the centre,
Broerstraat 4, 9712 CP Groningen.
Title: The Annual VvL Seminar 2022
Speakers:
Invited talk:
- Sonja Smets (ILLC, University of Amsterdam)
MSc Thesis Prize winners:
- Anna Dmitrieva (supervisors: Nick Bezhanishvili & Tommaso
Moraschini),
- Maximilian Siemers (supervisor: Aybüke Özgün),
- Dominik Wehr (supervisor: Bahareh Afshari)
Hope to see you there!
The LIRa team
Dear all,
Next week you are invited to the joint seminar organised by VvL and the logic seminars of the Netherlands. There will be no regular LIRa session.
The Dutch Association for Logic and Philosophy of the Exact Sciences (VvL) will hold an annual in-person joint seminar organized by the University of Groningen. The event is inspired by the departmental logic seminars that are organized at each university, and aims to unify the universities for a collaborative seminar. Besides hosting a main speaker, the seminar will also be the location of the award ceremony of the VvL MSc Thesis Prize winners, who will give a short presentation of their thesis.
For more information, see the GroLog website here:
https://sites.google.com/rug.nl/grolog/home
In particular please note that you should register to attend the event via this form before 5 December:
https://forms.gle/5EYXwK6eh3uy5naAA
The event will be fully on location, with no hybrid or online participation.
Date and time: Thursday, December 8th 2022, 15:00-17:00
Location: Jantina Tammeszaal, in the University Library in the centre,
Broerstraat 4, 9712 CP Groningen.
Title: The Annual VvL Seminar 2022
Speakers:
Invited talk:
- Sonja Smets (ILLC, University of Amsterdam)
MSc Thesis Prize winners:
- Anna Dmitrieva (supervisors: Nick Bezhanishvili & Tommaso
Moraschini),
- Maximilian Siemers (supervisor: Aybüke Özgün),
- Dominik Wehr (supervisor: Bahareh Afshari)
Hope to see you there!
The LIRa team