The conjecture asserts that for each integers r,d>0 and each continuous map f:𝛥→ ℝᵈ of the (d+1)(r-1)-dimensional simplex 𝛥 there are pairwise disjoint subsimplices 𝜎₁,…,𝜎ᵣ⊂𝛥 such that f(𝜎₁)∩…∩f(𝜎ᵣ) ne ∅. A counterexample was found in a series of papers by M. \"Ozaydin, M.

As such, there arises a symbolic association between endonymy and the firstborn, and exonymy and the last-born, in keeping with the idea that the firstborn represents internal continuity and the last-born represents the transformation associated with exteriority. Indeed, in the practice of name-giving, the names of the firstborn come from the closest kin and from what is inside, whereas the names of the last-born come from more distant kin and from what is increasingly outside.

Dr. Cheng said, “I want you to just nod or shake your head. If I can't understand you, we'll go to Fiona, alright? I want to know if I have your okay to take you off the pentam and the amphoterrible. That means we'd be officially starting hospice. And I want you on morphine.”

He is such a cheapskate, he found that jumper in a dustbin.