Eleven famous unsolvable problems beyond the Millennium Prize.
From the three-body problem to the measurement paradox.
Every one has a structural mirror in the ring Z/2310Z.
Click each problem. Run the computation yourself.
Companion to The Six Millennium Problems.
Eleven of humanity's hardest problems. All have finite mirrors in the ring. Every closure needs exactly three. Five primes. One ring. Zero trust required.
| AXIOM MIRROR | STATUS | |
|---|---|---|
| Collatz | 3n+1 = K*n+sigma. K-termination. | Unsolved (89 years) |
| Three-Body | K=3 bodies. CRT independence. | Unsolved (336 years) |
| Twin Primes | mod-3 carries 94% MI in gaps. | Unsolved (177 years) |
| Protein Folding | 20=D^2*E AAs, 64=D^6 codons, K=3 stops. | Partially solved (AI) |
| Feigenbaum | delta = 14/3 = b*D/K (0.05%). | Proved universal (1978) |
| Dark Matter | Proton 73/27 mirrors cosmos 68/27. | Unsolved (90 years) |
| Arrow of Time | lambda=420 growth. 1-step collapse. | Unsolved (170 years) |
| Halting | K^2=9=STOP. Chain terminates. | Proved undecidable (1936) |
| Consciousness | b=7 gates. E^2=self-blind. | Unsolved (open) |
| Info Paradox | OMEGA kills D, preserves odd. | Unsolved (49 years) |
| Measurement | 32 idempotents = 32 measurements. | Unsolved (98 years) |