• J.C. Correa and F.A. Gallego, 

Null Controllability of Parabolic Delay Equations in Non-Cylindrical Domains.

• R.A. Capistrano and F.A. Gallego. 

Another Look at the Control Properties of the Korteweg-de Vris Equation

• F.A. Gallego, V.H. Gonzalez-Martínez and J.C Muñoz-Grajales. 

Global Stabilization for the BBM-KP equations on R^2

• R.A. Capistrano, F.A. Gallego and J.R. Muñoz.  

Critical Lengths for the Linear Kadomtsev-Petviashvili Equation 

• F.A. Gallego and H.F. Sare. 

On the Stability of the Cauchy Problem of Timoshenko Thermoelastic Systems with Past History: Cattaneo and Fourier Law.  

19. R.A. Capistrano,  F.A. Gallego and V. Komornik.  

A qualitative study of the generalized dispersive systems with time-delay: The unbounded case. 

Journal of Evolution Equations J. Evol. Equ. (2025) 25:102

18. F.A. Gallego, A.F. Pazoto and I. Rivas.  

Boundary Effects on the Controllability of Coupled KdV Systems. 

ESAIM: Control, Optimisation and Calculus of Variations   ESAIM: COCV 31 (2025) 78 .

17. M.V. Chacón, F.A. Gallego and J.C. Riaño.  

Reducing overfiting in Resnet with Adaptative Lipschitz Regularization. 

Journal of Computational and Applied Mathematics  Volume 471, 116747, (2026).

16. F.A. Gallego and J.R. Muñoz.  

Boundary Exponential Stabilization fot he Linearl KP-II equation without Critical Size Restrictions 

Journal of Dynamical and Control Systems, Volume 31, no. 2, p. 14, (2025).

15. R.A. Capistrano,  L.S de Souza and F.A. Gallego. 

Approximation theorem for the Kawahara operator and its application in control theory  

Mathematische Nachrichten Volume 297, issue 9, pages 3546-3566, (2024)

14. R.A. Capistrano-Filho, L.S de Souza and F.A. Gallego. 

Control of Kawahara equation with overdetermination condition: The unbounded cases.  

Mathematical Methods and Applied Sciences  Vol. 46, Issue 14, pages 15162 -15185 (2023)

13. F.A. Gallego and A. Montes.  

The Well-posedness and Controllability of the Generalized Symmetric Regularized Long Wave System. 

Communications on Pure and Applied Analysis Vol. 22, No. 8, pp 2559 - 2589 (2023)

12.   R.A. Capistrano-Filho, E. Cerpa and F. Gallego, 

Rapid Exponential Stabilization of a Boussineq System of KdV-KdV Type . 

Communications in Contemporany Mathematics. Vol. 25, No. 03, 2150111 (2023) 

11. R.A. Capistrano-Filho, M. Cavalcante and F.A. Gallego. 

Controllability for Schrödinger type system with mixed dispersion on compact star graph.  

Evolution Equations and Control Theory Vol 12 (1), 1-19 (2023)

10.   R.A. Capistrano-Filho, M. Cavalcante and F.A. Gallego. 

Forcing operator on star graph applied in the cubic fourth order Schrödinger equation.    

Discrete and Continuous Dynamical Systems - B  Vol 27 (6) (2022) 3399-3434.

9.   R.A. Capistrano-Filho, M. Cavalcante and F.A. Gallego. 

Lower Regularity Solutions of the Biharmonic Schrodinger Equation in a Quarter Plane.   

Pacific Journal of Mathematics.   Vol 309 (2020) No 1, 35 - 70

8.   R. A. Capistrano-Filho, F.A. Gallego and A.F. Pazoto, 

On the well posedness and large-time behavior of higher order Boussinesq system.  

Nonlinearity. (2019) , Vol 32, Issue 5, Pages 1852 - 1881.     

7.   F.A. Gallego and A.F. Pazoto.  

On the well-posedness and asymptotic behavior of the generalized KdV-Burgers equation.  

Proceeding of the Royal Society of Edinburgh Section A: Mathematics. (2019) , Vol 149, Issue 1, Pages 219 - 260.   

6.   R.A. Capistrano-Filho and F.A. Gallego. 

Asymptotic behavior of Boussinesq system of KdV-KdV type.  

Journal of Differential Equations.  (2018),  Vol 265, Issue 6, Pages 2341 - 2374.         

5.   F.A. Gallego.   

Controllability aspects of the Korteweg-de Vries Burgers equation on unbounded domains.  

Journal of Mathematical Analysis and Applications.  (2018), Vol 461, Issue 1, Pages 947-970.  

4.   Fernando A. Gallego and Jaime E. Munoz Rivera.  

Decay Rates of the Solutions to the Thermoelastic Bresse System of Types I and III.   

Electronic Journal of Differential Equations,  (2017), No. 73, pp. 1-26.

3.   R.A. Capistrano-Filho, F.A. Gallego and A.F. Pazoto.  

Boundary controllability of the nonlinear coupled system of two Korteweg-de Vries equations with critical size restrictions on the spatial domain.  

Mathematics of Control, Signals, and Systems, (2017),  29:6.

2.   R.A. Capistrano-Filho, F.A. Gallego and A.F. Pazoto.  

Neumann Boundary Controllability of the Gear-Grimshaw System With Critical Size Restrictions on the Spatial Domain.  

Zeitschrift fuer Angewandte Mathematik und Physik ZAMP,  (2016), 67 (5), 67:109.

1.   F.A. Gallego, J.J. Quintero and J.C. Riano.  

Convergence of the steepest descent method with line searches and uniformly convex objective in reflexive Banach space.  

Mathematical Communications, (2015), 20 (2), 161-173.