Source: http://mtm.ufsc.br/~fabio/
Timestamp: 2019-04-22 02:40:05+00:00

Document:
Functional Analysis and Applied Optimization in Banach Spaces, Springer 2014.
Real Analysis and Applications, Springer 2018.
A Classical Description of Variational Quantum Mechanics and Related Models, Nova Science Publishing, 2017.
This is the correct , revised (submitted) version.
For some reason the Journal Ciência e Natura published a previous not revised version.
about 45 days after submission with a GAP of about 30 days between the acceptances.
Also, the journal did not present the proofs of both articles to the author for verification and final agreement.
Submitted 18 April, 2019; v1 submitted 3 April, 2019; originally announced April 2019.
1. Fabio Botelho, A note on Riemannian geometry and the relativistic quantum mechanics context. CIÊNCIA E NATURA, v. 40, p. 58, 2018.
2. Fabio Botelho.,A Variational Formulation for the Relativistic Klein-Gordon Equation. CIÊNCIA E NATURA, v. 40, p. 57, 2018.
3. Fabio Botelho, On the Generalized Method of Lines Applied to Ginzburg-Landau Type Equations. International Journal of Applied and Computational Mathematics, v. 1, p. pp 1-15, 2016.
4. Lucas dos Santos Fernandez, Alexandre Molter, Fabio Silva Botelho, Simultaneous topology optimization and proportional actuators localization. SeMA Journal, v. 23, p. --, 2016.
5. Fabio Botelho, On the Lagrange multiplier theorem in Banach spaces. Matemática Aplicada e Computacional (Cessou em 1997. Cont. ISSN 1807-0302 Computational & Applied Mathematics) , v. 32, p. 135-144, 2013.
6. Fabio Botelho. Existence of solution for the Ginzburg Landau system, a related optimal control problem and its computation by the generalized method of lines. Applied Mathematics and Computation , v. 218, p. 11976-11989, 2012.
7. Fabio Botelho, On duality principles for scalar and vectorial multi-well variational problems. Nonlinear Analysis , v. 75, p. 1904-1918, 2012.
8. Fabio Botelho, Dual Variational Formulations for a Non-linear Model of Plates. JOURNAL OF CONVEX ANALYSIS , v. 17, p. 131-158, 2010.

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