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3n-1: More than a mirror formula of 3n+1?
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22
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433
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February 3, 2026
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Can a de Bruijn cycle be populated by integers?
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9
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137
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January 30, 2026
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Remember the einstein tile?
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0
|
35
|
January 28, 2026
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Rotation swaps, numerator gaps, and central structure in Collatz parity vectors
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2
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65
|
January 28, 2026
|
|
Maximum odd-part beta difference at different LRS
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6
|
108
|
January 26, 2026
|
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Zero-knowledge proof of Collatz?
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0
|
42
|
January 25, 2026
|
|
Start numbers m and m+1
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6
|
161
|
January 18, 2026
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Questions about n < 2^k
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8
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109
|
January 18, 2026
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Collatz and primes
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1
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45
|
January 18, 2026
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Introducing myself and what I've been working on
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8
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152
|
January 17, 2026
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How to prove that there is no 2-cycle using the Rhin bound?
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12
|
173
|
January 17, 2026
|
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Stacey’s 2-Peak approach for the Collatz Conjecture
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3
|
89
|
December 28, 2025
|
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Predict halt/no-halt for 5-state TM?
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2
|
83
|
December 22, 2025
|
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Flatness vs LRS
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2
|
99
|
December 21, 2025
|
|
Discovery via classifiers and/or AI?
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|
33
|
452
|
December 12, 2025
|
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Collatz Visualisations
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3
|
98
|
December 4, 2025
|
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The Fate of 7 under 5n+1 (Irrational)
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26
|
493
|
November 25, 2025
|
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Do a purported cycle's length (k) and # of odds (x) have to be co-prime?
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19
|
325
|
November 23, 2025
|
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Interesting books and papers?
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8
|
244
|
November 20, 2025
|
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Equalities and combinatoric algebra
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1
|
112
|
November 18, 2025
|
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A Collatz rational cycle congruent to 47.125 (a "half-certificate)
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3
|
78
|
November 10, 2025
|
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Collatz stopping time parity
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|
2
|
104
|
November 6, 2025
|
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From glued grid system to no cycle to boundedness to always 1
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2
|
80
|
November 4, 2025
|
|
How many cycle shapes could (even conceivably) be Collatz integer cycles?
|
|
1
|
89
|
November 4, 2025
|
|
Inverse Collatz's Tape
|
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3
|
107
|
October 30, 2025
|
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Leading one bit in 3^x
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1
|
71
|
October 29, 2025
|
|
Are any of the steps taken here valid? If so how could this be pushed further?
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|
17
|
230
|
October 22, 2025
|
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Proposition of a formalism to talk about Collatz-like problems
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3
|
108
|
October 21, 2025
|
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Cycle lengths and member sizes when k > ceiling(x log 3)
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|
13
|
186
|
October 18, 2025
|
|
How many odds could a Collatz counter-example cycle have, relative to its length?
|
|
22
|
475
|
October 18, 2025
|