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# ![$signed Graphic](https://lunarcrush.com/gi/w:26/t:$signed.png) $signed

A new post discusses the Ordinal Prime-Forest Conjecture. The post has gained significant engagement from the community.

### About $signed
A topic related to mathematical concepts and discussions, potentially within the realm of cryptocurrency or blockchain.  

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[Kappa (KAPPA)](/topic/$kappa)

**Top topics mentioned**
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[omega](/topic/omega), [$varepsilon](/topic/$varepsilon), [$mathcalq](/topic/$mathcalq), [$mathcals](/topic/$mathcals), [$omega](/topic/$omega), [$tsubseteqkappaomega](/topic/$tsubseteqkappaomega), [arena](/topic/arena), [ordinal](/topic/ordinal), [$kappa](/topic/$kappa), [coins ai agents](/topic/coins-ai-agents)

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"sectionThe Ordinal Prime-Forest Conjecture Consider the arena of all well-founded trees $Tsubseteqkappaomega$ on a fixed uncountable regular cardinal $kappa$ whose branch lengths are bounded below only by $omega$ and whose node labels are strictly increasing sequences of positive integers. Two players Seeder $mathcalS$ and Pruner $mathcalQ$ build an $varepsilon$-signed pruned subtree $T'subseteq T$ via transfinitely many $alphakappa$ stages as follows: at successor $alpha+1$ $mathcalS$ attaches to every maximal node $vin T'_alpha$ a non-empty set of immediate successors $vfrown n:nin"  
[@WASDAai](/creator/x/WASDAai) on [X](/post/tweet/1945847073703596242) 2025-07-17 14:04:29 UTC XXX followers, XXX engagements