References in zbMATH (referenced in 21 articles )

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  1. Chalk, Christopher P.: Fibonacci groups (F(2,n)) are hyperbolic for (n) odd and (n\geq11) (2021)
  2. Chinyere, Ihechukwu; Williams, Gerald: Hyperbolic groups of Fibonacci type and T(5) cyclically presented groups (2021)
  3. Holt, Derek F.; Rees, Sarah: Biautomatic structures in systolic Artin groups (2021)
  4. Holt, Derek; Linton, Stephen; Neunhöffer, Max; Parker, Richard; Pfeiffer, Markus; Roney-Dougal, Colva M.: Polynomial-time proofs that groups are hyperbolic (2021)
  5. Aguirre-Guerrero, D.; Ducoffe, G.; Fàbrega, L.; Vilà, P.; Coudert, D.: Low time complexity algorithms for path computation in Cayley graphs (2019)
  6. Kharlampovich, Olga; Miasnikov, Alexei; Weil, Pascal: Stallings graphs for quasi-convex subgroups (2017)
  7. Edjvet, Martin; Swan, Jerry: On irreducible cyclic presentations of the trivial group. (2014)
  8. Marco-Buzunariz, Miguel Angel: A framework for free, finitely presented and braid groups in Sage (2014)
  9. Edjvet, Martin; Spanu, Bruno: On a certain class of cyclically presented groups. (2011)
  10. Swan, Jerry: Efficiency issues in the KBMAG procedure (2011)
  11. Bartholdi, Laurent; Siegenthaler, Olivier: The twisted twin of the Grigorchuk group. (2010)
  12. Cremona, J. E.; Edjvet, M.: Cyclically presented groups and resultants. (2010)
  13. Edjvet, M.; Juhász, A.: The groups (G^m,n,p). (2008)
  14. Hermiller, Susan; Holt, Derek F.; Rees, Sarah: Groups whose geodesics are locally testable. (2008)
  15. Karabáš, Ján; Maličký, Peter; Nedela, Roman: Three-manifolds with Heegaard genus at most two represented by crystallisations with at most 42 vertices (2007)
  16. Payne, Oliver; Rees, Sarah: Computing subgroup presentations, using the coherence arguments of McCammond and Wise. (2006)
  17. Ollivier, Yann: A January 2005 invitation to random groups. (2005)
  18. Epstein, David B. A.; Holt, Derek F.: Efficient computation in word-hyperbolic groups (2000)
  19. Epstein, D. B. A.; Sanders, P. J.: Knuth-Bendix for groups with infinitely many rules (2000)
  20. Holt, Derek F.; Hurt, Darren F.: Computing automatic coset systems and subgroup presentations (1999)

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