Math Mapgenerated 2026-10-25 · a354234
PUBLIC BUILD

Arcs

Each arc is a chain of records, each built on the last — read from builds_on:, a forest, not a tree.

3 arcs · 149 records in them · 118 records in none (24 cases, 14 exemplars, 31 notes, 9 panels, 27 probes, 13 runs) — a record without builds_on: that nothing builds on is in no chain, and says so.

Each arc has a print variant for the Paper Pro (DESIGN-SYSTEM §7), linked from its page.

049133 recordsdepth 35

Arc from 049 and N-026 and P-025

roots 049 · N-026 · P-025 · 133 records · depth 35 · 22 unanticipated · 33 falsified · 36 confirmed · 11 withdrawn · index density (§5)

The dictionary's §45 claim that phase transitions need infinite ramification is a literature theorem (Gefen–Mandelbrot–Aharony 1980–84), retrodicted, not found.

roots 049 N-026 P-025

03710 recordsdepth 3

Arc from 037 and P-019 and P-027 and P-028 and P-029

roots 037 · P-019 · P-027 · P-028 · P-029 · 10 records · depth 3 · 1 confirmed · compact density (§5)

Trained to grokking on multiplication mod p, which characters does a small network learn — the additive characters of Z/p, or the multiplicative (Dirichlet) characters, i.e. Fourier modes in discrete-log coordinates on (Z/p)^x?

roots 037 P-019 P-027 P-028 P-029

1126 recordsdepth 6

Arc from 112

root 112 · 6 records · depth 6 · 4 confirmed · 1 withdrawn · full density (§5)

Does the object-side predicate "G owns an object in the 24-component" reproduce the symmetry-side split of the 26 sporadic groups into the happy family (20) and the pariahs (6) exactly, group for group?

roots 112

generated 2026-10-25nothing on this page is maintained by hand