Projects
AS RESPOSIBLE RESEARCHER:
1. Title: Inverse Problems: Monotonicity Principles and Topological Derivatives (Project Number. 1230067).
Funded By: FONDECYT, CONICYT, Chile.
Period: 2023 - 2027.
2. Title: The p-Laplace ``Signature'' for Quasilinear Electrical Conductivity Problems (Project Number. VRID No. 20220004691INV).
Funded By: VRID INVESTIGACIÓN, VRID, UDeC, Chile.
Period: 2022 - 2024.
3. Title: Asymptotic Analysis in a Locally Periodic Oscillating Boundary Domain (Project Number. 11180551).
Funded By: FONDECYT, CONICYT, Chile.
Period: 2018 - 2022.
4. Title: Asymptotic Analysis of Optimal Control Problems (Project Number. 216.031.041-1.0IN).
Funded By: VRID-Iniciacion, Universidad de Concepcion, Concepcion, Chile.
Period: 2016 - 2018.
5. Title: Control and Design Problems Governed by Partial Differential Equations on Domains with Oscillating Boundaries (Project Number. 3140138).
Funded By: FONDECYT, CONICYT, Chile.
Period: 2013 - 2015.
AS TEAM MEMBER RESERCHER:
Title: About the Topological Derivative Method and its Applications in Computational Mechanics.
Coordinator: Prof. Antonio André Novotny.
Funding: R$ 112,320.00
Scholarships:
2 PCI-DA of 24 months (post-doctoral)
2 PCI-DB of 35 months (recent doctor)
2 PCI-DC of 48 months (doctoral)
3 PCI-DD of 24 months (master's)
4 PCI-E1 of 2 months (visiting)
Funded By: MCT/CNPq Research Productivity Grant, PQ-A. Process: 301422/2026-5.
Title: About the Topological Derivative Method and its Applications in Computational Mechanics.
Coordinator: Prof. Antonio André Novotny.
Validity: August 1, 2026 to July 31, 2031.
Funding: R$ 90,000.00
Funded By: Scientist of Our State Bench Grant, FAPERJ. Process: E-26/200.118/2026.
Title: About the Topological Derivative Method and its Applications in Computational Mechanics.
Coordinator: Prof. Antonio André Novotny.
Validity: January 1, 2026 to December 31, 2028
Funding: R$ 108,000.00
Title: High Contrast Diffusion in Domains with Rough Boundaries: Homogenization of Optimal Control Problems. (Project Number. 3240018).
Responsible Researcher: Prof. Abu Sufian
Funded By: FONDECYT, CONICYT, Chile.
Period: 2024 - 2027.