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  • KALELKAR, TEJAS; PHANSE, ADVAIT (Springer Nature, 2021-03)
    We show that any two geometric triangulations of a closed hyperbolic, spherical, or Euclidean manifold are related by a sequence of Pachner moves and barycentric subdivisions of bounded length. This bound is in terms of ...
  • KALELKAR, TEJAS; RAGHUNATH, SRIRAM (Mathematical Sciences Publishers, 2022-09)
    Any two geometric ideal triangulations of a cusped complete hyperbolic 3–manifold M are related by a sequence of Pachner moves through topological triangulations. We give a bound on the length of this sequence in terms of ...

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