Combinatorial growth in the modular group

HIGHLIGHTS

  • who: Groups Geom. Dyn. et al. from the (UNIVERSITY) have published the article: Combinatorial growth in the modular group, in the Journal: (JOURNAL)

SUMMARY

    For a closed geodesic on S the authors define its word length, denoted by j j, to be the minimal word length in the conjugacy class of a lift in PSL.2; Z/, which is necessarily even. 2C.mC1/.˛ 2/ m j¹ a primitive closed geodesic with j j 2tC1. t j¹ a primitive closed geodesic in Sm 3 with j j 2tºj and amp; 1=m/ The . . .

     

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