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Publications


Michel H. Geoffroy, Professeur des Universités
Laboratoire AOC, Dept. de Mathématiques, Université des Antilles et de la Guyane
97157 Pointe à Pitre cedex, Guadeloupe (France)

Tel: ++(0)590-483-091  -  Fax: ++(0)590-483-086  -  michel.geoffroy@univ-ag.fr



Publications in refeered Journals 

  1. M. H. Geoffroy, Stability of Mann's iterates under metric regularity,  Applied Mathematics and Computation 215 (2009) 686-694.
  2. M. H. Geoffroy, C. Jean-Alexis and A. Piétrus, A Hummel-Seebeck type method for variational inclusions, Optimization 58 No. 4, (2009), 389-399.
  3. M. Gaydu and M. H. Geoffroy, Tikhonov regularization of metrically regular inclusions, Positivity 13 No 2, (2009) 385-398.
  4. M. H. Geoffroy, An inertial proximal scheme for nonmonotone mappings, J. Math. Anal. Appl. 350 No.1, (2009) 147-156.
  5. F. J. Aragón  and M. H. Geoffroy, Characterization of metric regularity of subdifferentials, Journal of Convex Analysis, 15 (2008), No. 2, 365--380.
  6. M. H. Geoffroy, C. Jean-Alexis and A. Piétrus, Iterative solving of variational inclusions under Wijsman perturbations, Journal of Global Optimization, 42 no.1 (2008) 111-120.
  7. F. J. Aragón  and M. H. Geoffroy, Uniformity and inexact version of a proximal method for metrically regular mappings, J. Math. Anal. Appl. 335, 168-183 (2007).
  8. M. H. Geoffroy and A. Piétrus, Regularity properties of a cubically convergent scheme for
    generalized equations,  Commun. Pure Appl. Anal.  6  (2007), no. 4, 983-996.
  9. M. H. Geoffroy, Approximation of Fixed Points of Metrically Regular Mappings, Numerical Functional Analysis and Optimization, 27 (5-6):565-581, 2006.
  10. M. H. Geoffroy, S. Hilout and A. Piétrus, Stability of a cubically convergent method for generalized
    equations, Set-Valued Anal., 14 (1): 41-54, 2006.
  11. M. H. Geoffroy, Iterative solving of generalized equations with calm solution mappings,  J. Math. Anal. Appl. 313, No. 2, 689-699 (2006).
  12. M. H. Geoffroy and A. Piétrus,  A General Iterative Procedure for Solving Nonsmooth Generalized Equations, Computational Optimization and Applications,  31 (2005), No. 1, 57-67.
  13. M. H. Geoffroy and A. Piétrus, An iterative procedure for perturbed generalized equations, C. R. Acad. Bulg. Sci., 57 No. 11, 7-12 (2004).
  14. M. H. Geoffroy and A. Piétrus, Local Convergence of Some Iterative Methods for Generalized Equations, J. Math. Anal. Appl. 290, No. 2, 497-505 (2004).
  15. M. H. Geoffroy and A. Piétrus, A superquadratic method for solving generalized equations in the Hölder case,  Ricerche di Matematica, Vol. LII, fasc. 2, (2003), 231-240.
  16. M. H. Geoffroy, S. Hilout and A. Piétrus, Acceleration of convergence in Dontchev's iterative method for solving variational inclusions, Serdica Math. J., 2003,  45-54.
  17. M. Geoffroy and M. Lassonde, Stability of slopes and subdifferentials, Set-Valued Anal., 11 (3): 257-271, 2003.

Publications in refeered Proceedings
  1. M. H. Geoffroy and A. Piétrus, A fast iterative scheme for variational inclusions, to appear in AIMS Proceedings.
  2. F. J. Aragón, A. L. Dontchev and M. H. Geoffroy, Convergence of the proximal point method for metrically regular mappings, ESAIM Proc 17, 1-8 (2007).
  3. M. Geoffroy and M. Lassonde, On a convergence of Lower Semicontinuous Functions linked with the Graph Convergence of their Subdifferentials,  Canadian and American Mathematical Society, Ed. Michel Théra, 2000.