Ara S. Basmajian, The Graduate Center, CUNY, New York, NY.Yair N. Minsky, Yale University, New Haven, CT.Alan W. Reid, University of Texas at Austin, TX.

• S. M. Antonakoudis, The complex geometry of Teichmuller spaces and bounded symmetric domainsT. Aougab and S. J. Taylor, Pseudo-Anosovs optimizing the ratio of Teichmuller to curve graph translation lengthM. Bestvina and K. Fujiwara, Handlebody subgroups in a mapping class groupS. Choi, The convex real projective obifolds with radial or totally geodesic ends: A survey of some partial resultsJ. Fan and J. Hu, A gluing theorem and applications in subspaces of the universal Teichmuller spaceF. P. Gardiner, Extremal length and uniformizationJ. Gilman and L. Keen, Winding and unwinding and essential intersections in $\mathbb{H}^3$G. R. Grimmett and Z. Li, The 1-2 modelS. Gupta and M. Wolf, Meromorphic quadratic differentials with complex residues and spiralling foliationsP. Haissinsky, Quasi-isometric rigidity of the class of convex-cocompact Kleinian groupsY. Jiang and S. Mitra, Variation of moduli under continuous motionsB. Linowitz and J. S. Meyer, Systolic surfaces of arithmetic hyperbolic 3-manifoldsH. Miyachi, Extremal length functions are log-plurisubharmonic

Ara S. Basmajian, The Graduate Center, CUNY, New York, NY.Yair N. Minsky, Yale University, New Haven, CT.Alan W. Reid, University of Texas at Austin, TX.

• S. M. Antonakoudis, The complex geometry of Teichmuller spaces and bounded symmetric domainsT. Aougab and S. J. Taylor, Pseudo-Anosovs optimizing the ratio of Teichmuller to curve graph translation lengthM. Bestvina and K. Fujiwara, Handlebody subgroups in a mapping class groupS. Choi, The convex real projective obifolds with radial or totally geodesic ends: A survey of some partial resultsJ. Fan and J. Hu, A gluing theorem and applications in subspaces of the universal Teichmuller spaceF. P. Gardiner, Extremal length and uniformizationJ. Gilman and L. Keen, Winding and unwinding and essential intersections in $\mathbb{H}^3$G. R. Grimmett and Z. Li, The 1-2 modelS. Gupta and M. Wolf, Meromorphic quadratic differentials with complex residues and spiralling foliationsP. Haissinsky, Quasi-isometric rigidity of the class of convex-cocompact Kleinian groupsY. Jiang and S. Mitra, Variation of moduli under continuous motionsB. Linowitz and J. S. Meyer, Systolic surfaces of arithmetic hyperbolic 3-manifoldsH. Miyachi, Extremal length functions are log-plurisubharmonic

Ara S. Basmajian, The Graduate Center, CUNY, New York, NY.Yair N. Minsky, Yale University, New Haven, CT.Alan W. Reid, University of Texas at Austin, TX.

• S. M. Antonakoudis, The complex geometry of Teichmuller spaces and bounded symmetric domainsT. Aougab and S. J. Taylor, Pseudo-Anosovs optimizing the ratio of Teichmuller to curve graph translation lengthM. Bestvina and K. Fujiwara, Handlebody subgroups in a mapping class groupS. Choi, The convex real projective obifolds with radial or totally geodesic ends: A survey of some partial resultsJ. Fan and J. Hu, A gluing theorem and applications in subspaces of the universal Teichmuller spaceF. P. Gardiner, Extremal length and uniformizationJ. Gilman and L. Keen, Winding and unwinding and essential intersections in $\mathbb{H}^3$G. R. Grimmett and Z. Li, The 1-2 modelS. Gupta and M. Wolf, Meromorphic quadratic differentials with complex residues and spiralling foliationsP. Haissinsky, Quasi-isometric rigidity of the class of convex-cocompact Kleinian groupsY. Jiang and S. Mitra, Variation of moduli under continuous motionsB. Linowitz and J. S. Meyer, Systolic surfaces of arithmetic hyperbolic 3-manifoldsH. Miyachi, Extremal length functions are log-plurisubharmonic