Noga Zaslavsky
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nogazs.bsky.social
Noga Zaslavsky
@nogazs.bsky.social
Computational cognitive scientist, developing integrative models of language, perception, and action. Assistant Prof at NYU.

More info: https://www.nogsky.com/
If you've reached so far and find this research exciting: my lab is recruiting a postdoc and PhD students!

➡️Postdoc applications: apply.interfolio.com/170656

➡️PhD applications: as.nyu.edu/psychology/g...

10/10
August 9, 2025 at 1:46 PM
Taken together, these studies further support the hypothesis that efficient compression is a fundamental principle underlying language, cognition, and intelligence more generally!

9/n
August 9, 2025 at 1:46 PM
This further supports the generality of the IB principle and its applicability across the lexicon, and shows that action abstractions in language may be highly efficient

escholarship.org/uc/item/48w0...
w/ Thomas Langlois @rplevy.bsky.social @nidhise.bsky.social

8/n
Efficient compression in locomotion verbs across languages
Author(s): Langlois, Thomas A; Levy, Roger; Seethapathi, Nidhi; Zaslavsky, Noga | Abstract: Converging evidence suggests that languages are shaped by a drive for efficient communication. In particular...
escholarship.org
August 9, 2025 at 1:46 PM
We test this by considering a cross-linguistic dataset of locomotion naming 🏃‍♀️💃🚶
We find that even in this challenging dynamical multi-modal domain, systems of semantic categories across languages are significantly efficient

7/n
August 9, 2025 at 1:46 PM
3️⃣ Our evidence supporting the IB framework for semantics has so far been based on static inputs like adjectives (e.g., color), nouns (e.g., objects), or function words (e.g., pronouns). Can this theory also apply to action verbs, referring to dynamic multi-modal inputs?

6/n
August 9, 2025 at 1:46 PM
This suggests that bilinguals must satisfy additional constraints while operating under the same pressure for efficiency as monolinguals

escholarship.org/uc/item/4128...
w/ Maya Taliaferro, Nathaniel Imel, Esti Blanco-Elorrieta

5/n
Bilinguals exhibit semantic convergence while maintaining near-optimal efficiency
Author(s): Taliaferro, Maya; Imel, Nathaniel; Blanco-Elorrieta, Esti; Zaslavsky, Noga | Abstract: Systems of semantic categories vary across languages, but this variation appears to be constrained by ...
escholarship.org
August 9, 2025 at 1:46 PM
2️⃣ Bilinguals employ two different category systems, but in practice they converge on systems that differ from monolinguals. Is this a sign bilinguals depart from efficiency to satisfy other (e.g., learnability) constraints? No, bilinguals still maintain optimality!

4/n
August 9, 2025 at 1:46 PM
individual learners seem to have an inductive bias toward maintaining optimally compressed representations, even without an explicit need to communicate

escholarship.org/uc/item/63d7...
w/ Nathaniel Imel, Jennifer Culbertson, @simonkirby.bsky.social

3/n
Iterated language learning is shaped by a drive for optimizing lossy compression
Author(s): Imel, Nathaniel; Culbertson, Jennifer; Kirby, Simon; Zaslavsky, Noga | Abstract: It has recently been theorized that languages evolve under pressure to attain near-optimal lossy compression...
escholarship.org
August 9, 2025 at 1:46 PM
1️⃣ We've previously shown converging evidence that semantic categories across languages achieve near-optimal compression via the Information-Bottleneck principle. But how do languages become near-optimal?
By revisiting human iterated language learning data, we find that

2/n
August 9, 2025 at 1:46 PM
July 22, 2025 at 7:18 PM
Reposted by Noga Zaslavsky
#Workshop at #CogSci2025
Information Theory and Cognitive Science

🗓️ Wednesday, July 30
📍 Pacifica C - 8:30-10:00
🗣️ Noga Zaslavsky, Thomas A Langlois, Nathaniel Imel, Clara Meister, Eleonora Gualdoni, and Daniel Polani
🧑‍💻 underline.io/events/489/s...
July 16, 2025 at 8:32 PM
Reposted by Noga Zaslavsky
Nathaniel Imel, Jennifer Culbertson, @simonkirby.bsky.social & @nogazs.bsky.social:
Iterated language learning is shaped by a drive for optimizing lossy compression (Talks 37: Language and Computation 3, 1 August @ 16:22; blurb below) (2/)
July 17, 2025 at 4:15 PM