//
sign in
Profile
by @danabra.mov
Profile
by @dansshadow.bsky.social
Profile
by @jimpick.com
AviHandle
by @danabra.mov
AviHandle
by @dansshadow.bsky.social
AviHandle
by @katherine.computer
EventsList
by @katherine.computer
ProfileHeader
by @dansshadow.bsky.social
ProfileHeader
by @danabra.mov
ProfileMedia
by @danabra.mov
ProfilePlays
by @danabra.mov
ProfilePosts
by @danabra.mov
ProfilePosts
by @dansshadow.bsky.social
ProfileReplies
by @danabra.mov
Record
by @atsui.org
Skircle
by @danabra.mov
StreamPlacePlaylist
by @katherine.computer
+ new component
ProfilePosts







Loading...
Such a privilege to interview Kimi Akita for SKASE about his long career researching #ideophones! Kimi's conducted some of the most fascinating and insightful work in the field, which he continues to lead into exciting new directions. Ideophone enthusiasts, read here! www.skase.sk/Volumes/JTL6...
FYI there is currently an issue with the Arabic in the article that I am trying to get updated.
New paper out. My favorite finding is the distributional semantic comparison of "hundred/thousand/million/billion etc." to indefinite hyperbolic numerals ("gazillion", "umpteen" etc.) ⬇️ And: Did you know that jigsaw puzzles are lying to you? 👀
We argue that these patterns reflect both the base-10 structure of the decimal system, and the increasing imprecision of the human approximate number system. In short: the bigger the number, the fuzzier its meaning becomes, both communicatively and cognitively. ✅ (5/5)
2️⃣ We compared the distributional semantics of numbers with indefinite hyperbolic numbers like 'gazillion' and 'umpteen', which lack a precise value, finding that larger round numbers like 'million' and 'billion' are used similarly to these fictitious numbers. 👇 (3/5)
1️⃣ We analysed corpus frequencies of numbers with different mathematical properties associated with roundness in the BNC and COCA, finding that people use round numbers more often, and round to a greater extent, at higher magnitudes. 👇 (2/5)
How precise are numbers? Our new article in Language and Cognition (with @bodowinter.bsky.social and @lordlorson.bsky.social) finds that round numbers are used more approximately at higher magnitudes. (1/5) 👇 www.cambridge.org/core/journal...