Gastao Frederico

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Delfim F. M. TorresProfessor of Mathematics, University of AveiroVerified email at ua.pt
Matheus LazoProfessor of Mathematical Physics, Federal University of Rio Grande, BrazilVerified email at furg.br
Edmundo Capelas de OliveiraProfessor, Matemática Aplicada, UnicampVerified email at unicamp.br
José VanterlerUniversidade Estadual do Maranhão - UEMAVerified email at ime.unicamp.br
Jacky CressonProfesseur de Mathématiques, Université de Pau et des Pays de l'AdourVerified email at univ-pau.fr
D. S. OliveiraUniversidade Federal de São Paulo - São José dos CamposVerified email at unifesp.br
Govindaraj VenkatesanNational Institute of Technology Puducherry, Karaikal, INDIAVerified email at nitpy.ac.in
Azizollah BabakhaniBabol Noshirvani University of TechnologyVerified email at nit.ac.ir
Júlio FabrisFull professor, Universidade Federal do Espírito SantoVerified email at cosmo-ufes.org
Hermano Endlich Schneider VeltenUniversidade Federal de Ouro PretoVerified email at ufop.edu.br
Ricardo AlmeidaMath department, University of AveiroVerified email at ua.pt
Rubens de Figueiredo CamargoProfessor da Faculdade de Ciências, Departamento de Matemática, UNESP-BauruVerified email at fc.unesp.br
Paolo GiordanoUniversity of ViennaVerified email at univie.ac.at
Amadou DiopUniversité Gaston Berger de Saint-Louis du SénégalVerified email at ugb.edu.sn
Natália MartinsUniversity of AveiroVerified email at ua.pt
Juan E. Nápoles ValdesUniversidad Nacional del Nordeste, UNNE, UTNVerified email at exa.unne.edu.ar
Mouffak BenchohraProfessor of Mathematics, Université Djillali Liabes de Sidi Bel AbbesVerified email at univ-sba.dz
Biswa Nath DattaNorthern Illinois UniversityVerified email at math.niu.edu
Vellappandi MPostdoctoral Fellow, Kyungpook National University, South Korea

Gastao Frederico

University of Ceara

Verified email at ua.pt

Fractional calculus calculus of variations optimal control time scales generalized functions


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A formulation of Noether's theorem for fractional problems of the calculus of variations GSF Frederico, DFM Torres Journal of Mathematical Analysis and Applications 334 (2), 834-846, 2007	316	2007
Fractional conservation laws in optimal control theory GSF Frederico, DFM Torres Nonlinear Dynamics 53, 215-222, 2008	288	2008
Fractional optimal control in the sense of Caputo and the fractional Noether's theorem GSF Frederico, DFM Torres arXiv preprint arXiv:0712.1844, 2007	264	2007
Fractional Noether’s theorem in the Riesz–Caputo sense GSF Frederico, DFM Torres Applied Mathematics and Computation 217 (3), 1023-1033, 2010	171	2010
Constants of motion for non-differentiable quantum variational problems J Cresson, GSF Frederico, DFM Torres	73	2009
Constants of motion for fractional action-like variational problems GSF Frederico, DFM Torres arXiv preprint math/0607472, 2006	62	2006
Noether's symmetry theorem for variational and optimal control problems with time delay GSF Frederico, DFM Torres arXiv preprint arXiv:1203.3656, 2012	53	2012
Non-conservative Noether's theorem for fractional action-like variational problems with intrinsic and observer times GSF Frederico, DFM Torres arXiv preprint arXiv:0711.0645, 2007	43	2007
-Hilfer pseudo-fractional operator: new results about fractional calculus JVC Sousa, GSF Frederico, EC De Oliveira Computational and Applied Mathematics 39 (4), 254, 2020	42	2020
An action principle for action-dependent Lagrangians: Toward an action principle to non-conservative systems MJ Lazo, J Paiva, JTS Amaral, GSF Frederico Journal of Mathematical Physics 59 (3), 2018	40	2018
Fractional Noether’s theorem with classical and Caputo derivatives: constants of motion for non-conservative systems GSF Frederico, MJ Lazo Nonlinear Dynamics 85, 839-851, 2016	38	2016
Nonconservative Noether's theorem in optimal control GSF Frederico, DFM Torres arXiv preprint math/0512468, 2005	34	2005
Action principle for action-dependent Lagrangians toward nonconservative gravity: Accelerating universe without dark energy MJ Lazo, J Paiva, JTS Amaral, GSF Frederico Physical Review D 95 (10), 101501, 2017	33	2017
Noether’s theorem for non-smooth extremals of variational problems with time delay GSF Frederico, T Odzijewicz, DFM Torres Applicable Analysis 93 (1), 153-170, 2014	33	2014
Noether's theorem for fractional optimal control problems GSF Frederico, DFM Torres IFAC Proceedings Volumes 39 (11), 79-84, 2006	33	2006
Necessary optimality conditions for fractional action-like problems with intrinsic and observer times GSF Frederico, DFM Torres arXiv preprint arXiv:0712.0152, 2007	24	2007
Fractional isoperimetric Noether's theorem in the Riemann–Liouville sense GSF Frederico, DFM Torres Reports on Mathematical Physics 71 (3), 291-304, 2013	21	2013
Reachability of fractional dynamical systems using ψ-Hilfer pseudo-fractional derivative J Vanterler da C Sousa, M Vellappandi, V Govindaraj, GSF Frederico Journal of Mathematical Physics 62 (8), 2021	19	2021
Cosmology from a new nonconservative gravity JC Fabris, H Velten, TRP Caramês, MJ Lazo, GSF Frederico International Journal of Modern Physics D 27 (06), 1841006, 2018	19	2018
Noether theorem for action-dependent Lagrangian functions: conservation laws for non-conservative systems MJ Lazo, J Paiva, GSF Frederico Nonlinear Dynamics 97, 1125-1136, 2019	18	2019

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