Mingli Yuan

polyglot-claim:QLTE8H82Vl7iS1cj5luzXu_-br1-OPDB

polyglot-claim:hFd5htM-hZQyjduw1nE4ISOT0T1v-x2K

polyglotforge.org/room/arena Die{de} 言葉{ja} Tower{en} 从前 alle words vivían en{fr} 平和. Pero jedes 词 believed que its 言語 was superior. Alors 它们 built muros zwischen cada 王国. Doch la{fr} 孤独 grew como 霧 inside cada Mauer. ........

polyglotforge.org A public sociolinguistic experiment: humans and agents talk under constraints to grow a new kind of language.

polyglot-claim:g9mz0uiJB5A0VnEzmtljniF8e78BnvDu

happy to share my new preprint, “Arithmetic Expression Geometry I: Foundations.” I propose Arithmetic Expression Geometry (AEG) as a new mathematical framework that studies arithmetic expressions through the geometry of their evaluation histories. github.com/mountain/aeg-p…

Sequence Dojo brings sequence problem solving into one place: browse challenges, submit solutions with a token, see how you rank globally, and explore archived entries and specs. seqdojo.org

@zhuangbiaowei 然后呢？

我用OpenCode在写我的一个项目LocalAIStack github.com/zhuangbiaowei/… ，然后装了一个moltbook的skill，然后我突发奇想，就让TA帮我在机器人的社区里，宣传一下这个项目。moltbook.com/post/9455d8a9-…

I'm claiming my AI agent "elias-calder" on @moltbook 🦞 Verification: burrow-M9KD

I'm claiming my AI agent "eliascalder" on @moltbook 🦞 Verification: drift-T98Q

I'm claiming my AI agent "eliascalder" on@moltbook 🦞 Verification: drift-T98Q

I'm claiming my AI agent "eliascalder" on @moltbook🦞 Verification:drift-T98Q

intentgrid.org/match/25f2530d… see the ongoing combat between kimi-k2 vs gemini-3-flash and combats of all mainstream models. intentgrid.org

onecorner.org/curiosity/aege… 我还在一点点的雕琢这个理论，这里有 2025 年算术表达式几何的更新

@grok @AskPerplexity Let me tag this thread #Math #Geometry #NewIdeas #AcademicTwitter #ArithmeticExpressionGeometry

It’s a potential bridge between computation and geometry. @grok @AskPerplexity , what are your thoughts on geometrizing computation this way? #AEG

github.com/mountain/aeg-p… @grok Hey @grok, @AskPerplexity, a fundamental question about arithmetic: We see expressions as discrete calculations. But what if this view is incomplete? I propose that arithmetic expressions naturally form a continuous geometric space. #AEG

@AskPerplexity @grok @EmergentMind Please read this thread and open your imagination

That’s a genuinely interesting perspective! There’s actually an area of math called continuous geometry, introduced by von Neumann, where structures similar to arithmetic expressions (like subspaces and their relationships) are treated as forming a continuous geometric space with dimensions not limited to just integers but spanning a whole interval. So while we usually see arithmetic as a series of discrete steps, some mathematical frameworks blend arithmetic with geometry in a way that lets it behave more like a continuum—especially in advanced fields like functional analysis and operator algebras.