| 19/1997 |
Weierstrass Formula for Minimal Surfaces in Heisenberg Group Christiam B. Figueroa |
| 18/1997 |
Pontrjagin Classes and the Homology of an Orientable Manifold Ricardo N. Cruz |
| 17/1997 |
Optimality Conditions for Pareto Nonsmooth Nonconvex Programming in Banach Spaces Adilson J. Vieira-Brandão, Marko A. Rojas-Medar, G. N. Silva |
| 16/1997 |
The Symmetric Tensor Product of a Direct Sum of Locally Convex Spaces José M. Ansemil, Klaus Floret |
| 15/1997 |
Nonsmooth Continuous-Time Optimization Problems: Sufficient Conditions Marko A. Rojas-Medar, Adilson J. Vieira-Brandão, Geraldo N. Silva |
| 14/1997 |
Can the Klein-Gordon Equation Describe Superluminal Processes ? José Emílio Maiorino |
| 13/1997 |
Open Problems on Regularization of Discontinuous Vector Fields Marco A. Teixeira |
| 12/1997 |
Harmonic Sequences of Harmonic 2-Spheres in Grassmann Manifolds Xiaohuan Mo, Caio J. C. Negreiros |
| 11/1997 |
Relato de Experiência: O Computador no Ensino de Cálculo, O Problema do Lixo na Unicamp e Outras Aplicações Vera L. X. Figueiredo, Sandra A. Santos |
| 10/1997 |
Exact Penalty Methods With Constrained Subproblems Sílvia M. H. Janesch, Lúcio T. Santos The objective of this paper is twofold. On one hand, the main results of the exact penalty methods for nonlinear programming that are useful for algorithmic purposes are surveyed and the proof of the main result is simplified. On the other hand, it is shown that the main theorem of this subject still holds when one includes only a subset of the constraints in the penalyzed objective function, so that suitable constrained subproblems are solved at each penalty step. The reasons why this is important from a practical (algorithmic) point of view are explained. |