Plenary Speakers:
Roberto Andreani - University of Campinas, Brazil
TBA
Ernesto Birgin - University of São Paulo, Brazil
Recent applications of regularized block coordinate methods
Yuhong Dai - Chinese Academy of Sciences, China
Numerical Methods for Symmetric and Nonsymmetric Conic Optimization
Deren Han - Beijing University of Aeronautics and Astronautics, China
Randomized conjugate gradient least squares
Alfredo Iusem - Getulio Vargas Foundation, EMAp, Brazil
Circumcentered direct methods for monotone variational inequalities
Evelin Heringer Manoel Krulikovski- Federal University of Parana
Sparse Continuous Optimization: From Theory to Practice
Jinyun Yuan - Dongguan University of Technology, China
The Evolution of China-Brazil Optimization Cooperation
Invited Speakers:
Roger Behling - Federal University of Santa Catarina, Brazil
The Method of Ellipcenters for Strongly Convex Minimization
Glaydston de Carbalho Bento - Federal University of Goiás, Brazil
Some Recent Advances in Optimization on Hadamard Manifolds Using Busemann Functions
Douglas Soares Gonçalves - Federal University of Santa Catarina, Brazil
An inexact cubic regularization method for multiobjective optimization
Max Leandro Nobre Gonçalves - Federal University of Goiás, Brazil
Inexact Cubic Regularization Method with Adaptive Reuse of Hessian Approximations
Manoel Jardim - Institute for Pure and Applied Mathematics, Brazil
Solving Quasi-Variational Inequalities Using the Progressive Decoupling of Linkages
Majela Penton Machado - Federal University of Bahia, Brazil
Title: Inertial splitting HPE method
Jefferson Gonçalves de Melo - Federal University of Goiás, Brazil
An adaptive line-search-free multiobjective gradient method and its iteration-complexity
Boris Mordukhovich - Wayne State University, United States
Sparse Optimization with Applications to Cancer Research
João Carlos de Oliveira Souza - Federal University of Piauí, Brazil
Nonmonotone Boosted DC Algorithms: Recent Advances and Applications to Image Restoration
Benar Fux Svaiter - Institute for Pure and Applied Mathematics, Brazil
A family of projection splitting methods for the sum of maximal monotone operators
Philip Thompson - Getulio Vargas Foundation EMAp, Brazil
Robust Mean Estimation in High Dimensions: A Statistical Optimization Landscape



