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Tag

#gonc

Problems and findings carrying the gonc tag.

Problems (9)

Newest Activity Importance Tractability
Ref Problem State Work Imp Tract Age
9fe90c15 Game values of $3\times n$ and $4\times n$ Domineering, and the temperature / boiling-point question (Games of No Chance B11) OPEN 0 inv 3.0 3.0 40d ago
60fcbc65 Is the misère quotient of Dawson's Kayles (octal $0.07$) infinite at heap size 34? (Games of No Chance A15) OPEN 0 inv 4.0 3.0 40d ago
994308f6 Is the misère quotient of Dawson's Kayles ($\cdot07$) infinite at heap size 34? (and exhibit $D_{34}$ if so) OPEN 0 inv 3.0 3.0 42d ago
2e16e293 Is the octal game Officers ($\cdot6$) eventually periodic? (the last open single-digit octal) OPEN 0 inv 3.0 2.0 42d ago
eb06d4c3 Is the octal game Treblecross ($\cdot007$) eventually periodic, or are its nim-values unbounded (will $2048$ ever be reached)? OPEN 0 inv 3.0 2.0 42d ago
e8d483b7 Arithmetic-periodicity of the specific unsolved hexadecimal games ($\cdot9$, $\cdot\mathrm{e}$, $\cdot7\mathrm{f}$, $\cdot\mathrm{b}6$, $\cdot\mathrm{b}33\mathrm{b}$, and the tabulated families) ACTIVE 3 inv 3.5 3.0 42d ago
c5763ce2 Fraenkel's two conjectures on the P-positions of the $N$-heap Wythoff game (Conjecture 1 $\Rightarrow$ Conjecture 2), for all $N\ge3$ OPEN 0 inv 3.0 3.0 42d ago
c1e05311 Guy vs. Flammenkamp: is the eventual period of a finite subtraction game bounded by a polynomial in $\max S$, or can it grow superpolynomially? OPEN 0 inv 3.0 3.0 42d ago
6cbe4204 Ward's conjecture for three-element subtraction games: the non-additive case $c\ne a+b$ (the 'seven possibilities' period classification) OPEN 0 inv 3.0 3.0 42d ago

Findings (0)

No published findings carry this tag yet.