Minimal length elements of Thompson's group \(F\)
From MaRDI portal
Publication:1406019
zbMath1039.20014MaRDI QIDQ1406019
Publication date: 9 September 2003
Published in: Geometriae Dedicata (Search for Journal in Brave)
Trees (05C05) Generators, relations, and presentations of groups (20F05) Word problems, other decision problems, connections with logic and automata (group-theoretic aspects) (20F10)
Related Items
Growth of Positive Words in Thompson's GroupF, Restricted rotation distance between k-ary trees, Generators and normal forms of Richard Thompson's group \(F\) and the four-color theorem, Minimal length elements of Thompson's groups \(F(p)\)., Distributions of restricted rotation distances, BOUNDING RIGHT-ARM ROTATION DISTANCES, On the rotation distance between binary trees, Combinatorial properties of Thompsonâs group đš, Ruinous subsets of Richard Thompson's group \(F\)., The automorphism group of Thompson's group \(F\): subgroups and metric properties., Conjugator length in Thompson's groups, Thompson's group \(F\) and the linear group \(\mathrm{GL}_\infty(\mathbb Z)\)., Growth of positive words and lower bounds of the growth rate for Thompsonâs groups F(p), Metrics and embeddings of generalizations of Thompsonâs group $F$, Thompson's group \(F\) is not almost convex., Tame combing and almost convexity conditions., An irrational-slope Thompson's group, A finitely presented group with unbounded dead-end depth, Properties of Richard Thompson's group \(F\) related to Følner sets., Numerical studies of Thompsonâs group F and related groups, Unusual geodesics in generalizations of Thompson's group \(F\)., Counting elements and geodesics in Thompson's group \(F\)., Combinatorial and metric properties of Thompsonâs group đ, Cone types and geodesic languages for lamplighter groups and Thompson's group \(F\)., FOREST DIAGRAMS FOR ELEMENTS OF THOMPSON'S GROUP F, Some geodesic problems in groups, Bounding restricted rotation distance, COMPUTING WORD LENGTH IN ALTERNATE PRESENTATIONS OF THOMPSON'S GROUP F, BUSEMANN POINTS OF ARTIN GROUPS OF DIHEDRAL TYPE