Miniconference on geometry and partial differential equations 2, Canberra, July 26-27, 1986

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This volume contains the proceedings of a miniconference on geometry and partial differential equations held at the Australian National University in June 1986, at the Centre for Mathematical Analysis. The proceedings of an earlier such conference have been published in Volume 10 of this series.

Author(s): Leon Simon, John E Hutchinson (Eds.)
Series: Proceedings of the Centre for Mathematical Analysis, Australian National University 12
Edition: 1
Publisher: Centre for Mathematical Analysis, Australian National University
Year: 1987

Language: English
Commentary: Made from the PDFs at: http://maths.anu.edu.au/research/symposia-proceedings/miniconference-geometrypartial-differential-equations-2
Pages: 195
City: Canberra

1 - A mathematical problem related to the physical theory of liquid crystal configurations - Patricio Aviles, Yoshikasu Giga......Page 1
2 - Bernstein theorems for harmonic morphisms - Paul Baird......Page 17
3 - Maximal surfaces and general relativity - Robert Bartnik......Page 24
4 - Regularity and singularity for energy minimizing maps - RM Hardt......Page 50
5 - Some regularity theory for curvature varifolds - John E Hutchinson......Page 60
6 - Capillary surface regularity in corner subdomains of IR(n) - Nicolas J Koevaar......Page 67
7 - On removable isolated singularities of solutions to a class of quasi-linear elliptic equestions - Chi-ping Lau......Page 72
8 - Deforming riemannian metrics on complex projective spaces - PRA Leviton, JH Rubinstein......Page 86
9 - Behaviour of nonparametric solutions and free boundary regularity - Fang Hua Lin......Page 96
10 - On the Structure of Branch points of minimizing disks - Mario J Micallef, Brian White......Page 117
11 - On the behaviour of solutions to a semilinear neumann problem - Wei-Ming Ni......Page 124
12 - Applications of Minimax to minimal surfaces and the topology of 3-manifolds - Jan T Pitts, JH Rubeinstein......Page 137
13 - The oblique derivative problem for equestions of monge-ampere type in two dimensions - John IE Urbas......Page 171