👉 In mathematics, a cosingular space is a topological space that is singular in the sense of singular homology. Specifically, it has non-zero cohomology groups. A cosingular space is defined as a space X with a continuous map f: X → [0, 1] (where [0, 1]) such that for every x ∈ X there exists ε > 0 such that |f(x)| ≥ ε. This means that the restriction of f to any open set
Search Google for Cosingular.,
Search Yahoo for Cosingular.,
Search Yandex for Cosingular.,
Search Lycos for Cosingular.,
Search YouTube for Cosingular.,
Search TikTok for Cosingular.,
Search Bing for Cosingular.,
Search Wikipedia for Cosingular.,
Search Etsy for Cosingular.,
Search Reddit for Cosingular.,
Search Amazon for Cosingular.,
Search Facebook for Cosingular.,
Search Instagram for #Cosingular.,
Search DuckDuckGo for Cosingular.,
Search Pinterest for Cosingular.,
Search Quora for Cosingular.,
Search eBay for Cosingular.
