Publications
1.BELLO CRUZ, J.Y. ; Lucambio Pérez, L. R. . A Subgradient-Like Algorithm for Solving Vector Convex Inequalities. Journal of Optimization Theory and Applications (Dordrecht. Online)
, v. 162, p. 392-404, 2014.
, v. 162, p. 392-404, 2014.
2.BELLO CRUZ, J.Y. ; BOUZA ALLENDE, G. ; Lucambio Pérez, L. R. . Subgradient algorithms for solving variable inequalities. Applied Mathematics and Computation, v. 247, p. 1052-1063, 2014.
, v. 247, p. 1052-1063, 2014.3.Bello Cruz, J.Y. ; Lucambio Pérez, L.R. ; Melo, J.G. . Convergence of the projected gradient method for quasiconvex multiobjective optimization. Nonlinear Analysis, v. 74, p. 5268-5273, 2011.
, v. 74, p. 5268-5273, 2011.4.Bello Cruz, J.Y. ; Lucambio Pérez, L. R. . Convergence of a projected gradient method variant for quasiconvex objectives. Nonlinear Analysis, p. 2917-2922, 2010.
, p. 2917-2922, 2010.5.CRUZ NETO, J. X. ; FERREIRA, O. P. ; FERREIRA, O. P. ; Lucambio Pérez, L. R. ; NEMETH, S. Z. . Convex- and Monotone-Transformable Mathematical Programming Problems and a Proximal-Like Point Method. Journal of Global Optimization, Holanda, v. 35, n.1, p. 53-69, 2006.
, Holanda, v. 35, n.1, p. 53-69, 2006., Holanda, v. 31, n.1, p. 133-151, 2005.
7.CRUZ NETO, J. X. ; FERREIRA, O. P. ; FERREIRA, O. P. ; Lucambio Pérez, L. R. . Contribution To The Study Of Monotone Vector Field. Acta Mathematica Hungarica (Print), Hungria, v. 94, n.4, p. 307-320, 2002.(PDF)
, Hungria, v. 94, n.4, p. 307-320, 2002.(PDF)8.IUSEM, A. N. ; Lucambio Pérez, L. R. . AN EXTRAGRADIENT-TYPE ALGORITHM FOR NON-SMOOTH VARIATIONAL INEQUALITIES. Optimization (Print), v. 48, p. 309-332, 2000.
, v. 48, p. 309-332, 2000.9.CRUZ NETO, J. X. ; FERREIRA, O. P. ; FERREIRA, O. P. ; Lucambio Pérez, L. R. . Monotone Point-to-Set Vector Field. Balkan Journal of Geometry and its Applications, Romênia, v. 5, n.1, p. 69-79, 2000.
, Romênia, v. 5, n.1, p. 69-79, 2000.10.CRUZ NETO, J. X. ; FERREIRA, O. P. ; FERREIRA, O. P. ; Lucambio Pérez, L. R. . A Proximal Regularization of the Steepest Descent Method in Riemannian Manifolds. Balkan Journal of Geometry and its Applications, Romênia, v. 4, n.2, p. 1-8, 1999.
, Romênia, v. 4, n.2, p. 1-8, 1999.