Adilson Elias Xavier
Adilson Elias Xavier
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The hyperbolic smoothing clustering method
AE Xavier
Pattern Recognition 43 (3), 731-737, 2010
Optimal covering of plane domains by circles via hyperbolic smoothing
AE Xavier, AAFD Oliveira
Journal of Global Optimization 31, 493-504, 2005
Hyperbolic penalty: a new method for nonlinear programming with inequalities
AE Xavier
International Transactions in Operational Research 8 (6), 659-671, 2001
Solving the minimum sum-of-squares clustering problem by hyperbolic smoothing and partition into boundary and gravitational regions
AE Xavier, VL Xavier
Pattern Recognition 44 (1), 70-77, 2011
Penalização hiperbólica: Um novo método para resolução de problemas de otimização
AE Xavier
M. Sc. Thesis-COPPE-UFRJ, Rio de Janeiro, 1982
An incremental clustering algorithm based on hyperbolic smoothing
AM Bagirov, B Ordin, G Ozturk, AE Xavier
Computational Optimization and Applications 61, 219-241, 2015
The Euclidean Steiner tree problem in Rn: A mathematical programming formulation
N Maculan, P Michelon, AE Xavier
Annals of Operations Research 96, 209-220, 2000
Hyperbolic smoothing and penalty techniques applied to molecular structure determination
M Souza, AE Xavier, C Lavor, N Maculan
Operations Research Letters 39 (6), 461-465, 2011
Flying elephants: a general method for solving non-differentiable problems
AE Xavier, VL Xavier
Journal of Heuristics 22, 649-664, 2016
A model for the data extrapolation of greenhouse gas emissions in the Brazilian hydroelectric system
LP Rosa, MA dos Santos, C Gesteira, AE Xavier
Environmental Research Letters 11 (6), 064012, 2016
Penalizaçao hiperbolica
AE Xavier
Anais do I Congresso Latino Americano de Pesquisa Operacional e Engenharia …, 1992
Solving the continuous multiple allocation p-hub median problem by the hyperbolic smoothing approach
AE Xavier, CM Gesteira, VL Xavier
Optimization 64 (12), 2631-2647, 2015
Optimal covering of solid bodies by spheres via the hyperbolic smoothing technique
HM Venceslau, DC Lubke, AE Xavier
Optimization Methods and Software 30 (2), 391-403, 2015
A hyperbolic smoothing approach to the Multisource Weber problem
VL Xavier, FMG França, AE Xavier, PMV Lima
Journal of Global Optimization 60, 49-58, 2014
Adhesives having microreplicated topography and methods of making and using same
F Sher, L Meixner, F Loncar, C Calhoun
US Patent App. 10/217,056, 2003
Accelerated hyperbolic smoothing method for solving the multisource Fermat–Weber and k-Median problems
VL Xavier, AE Xavier
Knowledge-Based Systems 191, 105226, 2020
A geometric perspective of the Weiszfeld algorithm for solving the Fermat− Weber problem
HM Venceslau, MBK Venceslau, AE Xavier, N Maculan
RAIRO-Operations research 50 (1), 157-173, 2016
Otimização do algoritmo de Backpropagation pelo uso da função de ativação bi-hiperbólica
GA Miguez
Universidade Federal do Rio de Janeiro, 2012
Uma Funçao Ativaçao para Redes Neurais Artificiais Mais Flexıvel e Poderosa e Mais Rápida
AE Xavier
Learning and Nonlinear Models—Revista da Sociedade Brasileira de Redes …, 2005
An evaluation of the bihyperbolic function in the optimization of the backpropagation algorithm
G Miguez, AE Xavier, N Maculan
International Transactions in Operational Research 21 (5), 835-854, 2014
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