The series is aimed specifically at publishing peer reviewed reviews and contributions presented at workshops and conferences. Each volume is associated with a particular conference, symposium or workshop. These events cover various topics within pure and applied mathematics and provide up-to-date coverage of new developments, methods and applications.

Zusammenfassung
No detailed description available for "Geometry from the Pacific Rim".

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Inhalt

Gauss-Manin connections, logarithmic forms and hypergeometric functions, A.G. Aleksandrov and S. Tanabe; laws of trigonometry in symmetric spaces, H. Aslaksen and H.-L. Huynh; determinants and extremal metrics in conformal geometry, S.Y.A. Chang and P.C. Yang; the infinity behaviour of the solutions to the harmonic map heat equation, H.I. Choi; on the absence of critical dimensions for the subelliptic Laplacian on the Heisenberg group, K.S. Chou and D. Geng; minimal triangulation, complementarity and projective planes, B. Datta; compact infrasolvmanifolds are smoothly rigid, F.T. Farrell and L.E. Jones; informal note on topology, geometry and topological field theory, K. Fukaya; singularity theory for Riemannian distance functions on non-positively curved surfaces, V. Gershkovich; the Gromov-Lawson-Rosenberg conjecture - when do manifolds admit metrics of politive scalar curvature, P.B. Gilkey; geometry of the Radon-Penrose transform and interpretation of singularities, L.M. Hoang; realization in the large in R3 of surfaces, J. Hong; Norsuk-Ulam type theorems and systems of bilinear equations, K.Y. Lam; generalized affine rotation surfaces with geodesic orbits, I.C. Lee; lower bounds on some geometric quantities and applications, M.-C. Leung; wavelet geometric analysis of the Dirichlet problem, E.-B. Lin and X. Zhou; Moser's inequality and n-Laplacian, K.-C. Lin; submanifolds of a Riemannian manifold with semisymmetric recurrent connections, C. Ma; Frenet theorem for spaces of constant curvature, J. Munoz Masque and G. Rodriguez Sanchez; the generalized theorem of Castelnuovo-de Franchis for unitary representations, N. Mok; Poisson and symplectic geometry on loop spaces of smooth manifolds, O. Mokhov; an algebraic geometry view of a model quantum field theory on a curve, A.K. Raina; deforming convex hypersurfaces by the linear combination of the mean curvature and the square root of the scalar curvature, W. Sheng; asymptotics for exterior solutions of quasilinear elliptic equations, L. Simon; external geometry of p-minimal surfaces, V.G. Tkachev; geometry of torus quasi bundles over curves, K. Ueno; stability of minimal graphs in products of surfaces, T.Y.H. Wan; log Fano threefolds and quotients of K3 surfaces, D.-Q. Zhang; on certain Laplace inequalities on manifolds, D. Zhou.