Diogo Aguiar Gomes
Diogo Aguiar Gomes
King Abdullah University of Science and Technology
Verified email at math.ist.utl.pt
Title
Cited by
Cited by
Year
Discrete time, finite state space mean field games
DA Gomes, J Mohr, RR Souza
Journal de mathématiques pures et appliquées 93 (3), 308-328, 2010
2002010
Effective Hamiltonians and averaging for Hamiltonian dynamics I
LC Evans, D Gomes
Archive for rational mechanics and analysis 157 (1), 1-33, 2001
1462001
Mean field games models—a brief survey
DA Gomes
Dynamic Games and Applications 4 (2), 110-154, 2014
1322014
Continuous time finite state mean field games
DA Gomes, J Mohr, RR Souza
Applied Mathematics & Optimization 68 (1), 99-143, 2013
1242013
On the existence of classical solutions for stationary extended mean field games
DA Gomes, S Patrizi, V Voskanyan
Nonlinear Analysis: Theory, Methods & Applications 99, 49-79, 2014
1092014
Regularity theory for mean-field game systems
DA Gomes, EA Pimentel, V Voskanyan
Springer, 2016
1012016
Time-dependent mean-field games in the subquadratic case
DA Gomes, EA Pimentel, H Sánchez-Morgado
Communications in Partial Differential Equations 40 (1), 40-76, 2015
832015
A stochastic analogue of Aubry-Mather theory
DA Gomes
Nonlinearity 15 (3), 581, 2002
762002
Time-dependent mean-field games in the superquadratic case
DA Gomes, E Pimentel, H Sánchez-Morgado
ESAIM: Control, Optimisation and Calculus of Variations 22 (2), 562-580, 2016
712016
Extended deterministic mean-field games
DA Gomes, VK Voskanyan
SIAM Journal on Control and Optimization 54 (2), 1030-1055, 2016
63*2016
Computing the effective Hamiltonian using a variational approach
DA Gomes, AM Oberman
SIAM journal on control and optimization 43 (3), 792-812, 2004
622004
Time-dependent mean-field games with logarithmic nonlinearities
DA Gomes, E Pimentel
SIAM Journal on Mathematical Analysis 47 (5), 3798-3812, 2015
552015
Two numerical approaches to stationary mean-field games
N Almulla, R Ferreira, D Gomes
Dynamic Games and Applications 7 (4), 657-682, 2017
532017
Economic models and mean-field games theory
DA Gomes, L Nurbekyan, E Pimentel
30o Co16quio Brasileiro de Matemática.[30th Brazilian Mathematics Colloquium], 2015
532015
A stochastic Evans-Aronsson problem
D Gomes, H Sánchez Morgado
Transactions of the American Mathematical Society 366 (2), 903-929, 2014
532014
A-priori estimates for stationary mean-field games
DA Gomes, GE Pires, H Sánchez-Morgado
Networks & Heterogeneous Media 7 (2), 303, 2012
522012
Socio-economic applications of finite state mean field games
D Gomes, RM Velho, MT Wolfram
Philosophical Transactions of the Royal Society A: Mathematical, Physical …, 2014
512014
Effective Hamiltonians and Averaging¶ for Hamiltonian Dynamics II
LC Evans, D Gomes
Archive for rational mechanics and analysis 161 (4), 271-305, 2002
502002
A new method for large time behavior of degenerate viscous Hamilton–Jacobi equations with convex Hamiltonians
F Cagnetti, D Gomes, H Mitake, HV Tran
Annales de l'Institut Henri Poincare (C) Non Linear Analysis 32 (1), 183-200, 2015
48*2015
Existence of weak solutions to stationary mean-field games through variational inequalities
R Ferreira, D Gomes
SIAM Journal on Mathematical Analysis 50 (6), 5969-6006, 2018
412018
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