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  • presentation ⟨ x , y ∣ x y x y x = e ⟩ , {\displaystyle \langle x,y\mid xyxyx=e\rangle ,} is isomorphic to the additive group Z of integers, although...
    40 kB (5.207 woorden) - 6 okt 2024 13:00
  • xyxyxy^{3}} and reducing using (2) and (3), we get x y x y x = y 2 {\displaystyle xyxyx=y^{2}} . Hence the reduction Both of these rules obsolete (3), so we remove...
    21 kB (2.412 woorden) - 27 mrt 2023 16:46
  • dominating, but none of its circular shifts X Y X Y X {\displaystyle {\mathit {XYXYX}}} , Y X Y X X {\displaystyle {\mathit {YXYXX}}} , X Y X X Y {\displaystyle...
    38 kB (5.782 woorden) - 14 okt 2024 09:58
  • {\displaystyle x} and y {\displaystyle y} , the pattern x y x y x {\displaystyle xyxyx} does not exist within the word. He continues in his second paper to prove...
    20 kB (2.588 woorden) - 27 sep 2024 15:09
  • avoids the patterns x x x {\displaystyle xxx} and x y x y x {\displaystyle xyxyx} . A square-free word is one avoiding the pattern x x {\displaystyle xx}...
    18 kB (2.906 woorden) - 7 okt 2024 11:27