Peer Reviewed Journals

J. Aramayona, C. J. Leininger, J. Souto (2009) 'Injections of mapping class groups'. Geometry & Topology, . [Details]

J. Aramayona, J. Souto (2012) 'Homomorphisms between mapping class groups'. Geometry & Topology, . [Details]

Anderson, J., Shackleton, K. (2006) 'The Weil-Petersson geometry of the five-times punctured sphere, In Spaces of Kleinian groups, 219{231)'. London Math. Soc. Lecture Note Ser, 329 . [Details]

Anderson, J., Shackleton, K. (2007) 'Free subgroups of mapping class groups'. Conform. Geom. Dyn, 11 :44-55. [Details]

Anderson, J., Shackleton, K. (2007) 'Uniformly exponential growth and mapping class groups of surfaces, In the Tradition of Ahlfors-Bers IV'. Amer. Math. Soc, . [Details]

Anderson, J., Shackleton, K. (2007) 'An obstruction to the strong relative hyperbolicity of a group'. Journal of Group Theory, 10 (6):749-756. [Details]

Aramayona , J. Et al. (2008) 'A characterisation of plane quasiconformal maps using triangles'. Publicacions Matem_atiques, 52 (2). [Details]

Aramayona , J., Parlier, H., Shackleton, K. (2008) 'Totally geodesic subgraphs of the pants complex'. Math. Res. Lett, 15 (2):309-320. [Details]

Aramayona , J., Parlier, H., Shackleton, K. (2009) 'Constructing convex planes in the pants complex'. Proceedings of the AMS, 137 :3523-3531. [DOI] [Details]

Aramayona , J. (2010) 'Simplicial Embeddings of Pants Graphs'. Geometriae Dedicata, (144). [Details]

Aramayona , J., Souto, J. (2011) 'Automorphisms of the graph of free splitings'. Michigan Mathematical Journal, . [Details]

 

Research Paper

J. Aramayona, C. Lecuire, H. Parlier, K. Shackleton (2011) Convexity of strata in diagonal pants graphs of surfaces. Research Paper [Details]

J. Aramayona, C. J. Leininger (2012) Finite rigid sets in curve complexes. Research Paper [Details]

                                                                                                               

Book Chapters

J. Aramayona (2012) 'Hyperbolic structures on surfaces' In: Geometry, Topology and Dynamics of Character Varieties. Singapore: World Scientific. [Details]