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To Count a Stone with Six Birds: A Mathematics is A Theory

2026-03-03

Abstract excerpt

Many “higher” mathematical objects are introduced as definitions (limits, completions, analytic continuations), but it is often unclear _when_ a large discrete protocol admits a stable continuous closure and _how_ to test that stability without overclaiming. This question matters because premature or untested closure claims can propagate errors through dependent results. We instantiate the Six-Birds Theory (SBT) f...

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Literature Corpus work
ccb4c7c2-9e5f-5c70-862f-951f85802753
DOI
10.32388/jabwng
Open publication

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To Count a Stone with Six Birds: A Mathematics is A TheoryDOI 10.32388/jabwng
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