By Emily Coddington

ISBN-10: 1418178470

ISBN-13: 9781418178475

**Read Online or Download A brief account of the historical development of pseudospherical surfaces from 1827 to 1887 ... PDF**

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255284. [4] S. Baraket, F. Pacard, Construction of singular limits for a semilinear elliptic equation in dimension 2, Calc. Var. Partial Differential Equations, 6(1998), pp. 1-38. [5] S. Baraket, D. Ye, Singular limit solutions for two-dimensional elliptic problems with exponentially dominated nonlinearity, Chinese Ann. Math. Ser. B, 22(2001), pp. 287296. [6] D. Bartolucci, G. Tarantello, The Liouville equation with singular data: a concentrationcompactness principle via a local representation formula, J.

Differential Equations, 185(2002), pp. 161-180. [7] D. Bartolucci, G. Tarantello, Liouville type equations with singular data and their applications to periodic multivortices for the electroweak theory, Comm. Math. , 229(2002), pp. 3-47. 37 [8] H. Brezis, F. Merle, Uniform estimates and blow-up behavior for solutions of −∆u = V (x)eu in two dimensions, Comm. Partial Differential Equations, 16(1991), pp. 12231253. [9] L. A. Caffarelli, R. Hardt, L. , 48(1984), pp. 1-18. [10] L. A. Caffarelli, Y.

Ni, J. Wei, On the location and profile of spike-layer solutions to singularly perturbed semilinear Dirichlet problems, Comm. Pure Appl. , 48(1995), pp. 731768. [29] M. Nolasco, Non-topological N-vortex condensates for the self-dual Chern-Simons theory, preprint. [30] M. Nolasco, G. Tarantello, Double vortex condensates in the Chern-Simons-Higgs theory, Calc. Var. Partial Differential Equations, 9(1999), pp. 31-91. [31] J. Prajapat, G. Tarantello, On a class of elliptic problem in R 2 : symmetry and uniqueness results, Proc.

### A brief account of the historical development of pseudospherical surfaces from 1827 to 1887 ... by Emily Coddington

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