Nuno Filipe Marcelino Martins

Assistant Professor, DM - Departamento de Matemática
Researcher, CMA - Centro de Matemática e Aplicações

Emailnfm@fct.unl.pt

Source: Scopus
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Personal profile

Education/Academic qualification

Matemática. Especialidade: Análise Numérica, Doctorate, Universidade NOVA de Lisboa

Award Date: 1 Jan 2009

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137 Citations
6 h-Index
13 Article
9 Conference contribution
2 Other contribution
1 Conference article

Domain decomposition methods with fundamental solutions for Helmholtz problems with discontinuous source terms
Alves, C. J. S., Martins, N. F. M. & Valtchev, S. S., 1 Jan 2018, (Accepted/In press) In : Computers and Mathematics with Applications.
Research output: Contribution to journal › Article

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2 Citations (Scopus)

11 Downloads (Pure)
Trefftz methods with cracklets and their relation to BEM and MFS
Alves, C. J. S., Martins, N. F. M. & Valtchev, S. S., 1 Oct 2018, In : Engineering Analysis With Boundary Elements. 95, p. 93-104 12 p.
Research output: Contribution to journal › Article
3 Citations (Scopus)
Extending the method of fundamental solutions to non-homogeneous elastic wave problems
Alves, C. J. S., Martins, N. F. M. & Valtchev, S. S., 1 May 2017, In : Applied Numerical Mathematics. 115, p. 299-313 15 p.
Research output: Contribution to journal › Article
10 Citations (Scopus)
On Inverse Problems for Characteristic Sources in Helmholtz Equations
Alves, C. J. S., Mamud, R., Martins, N. F. M. & Roberty, N. C., 1 Jan 2017, In : Mathematical Problems in Engineering. 2017, 2472060.
Research output: Contribution to journal › Article

Open Access
4 Citations (Scopus)
On the Reconstruction of Characteristic Sources in Helmholtz equations using the Method of Fundamental Solutions
Mamud, R., Roberty, N. C., Alves, C. J. S. & Martins, N. F. M., 2017, In : Proceeding Series of the Brazilian Society of Computational and Applied Mathematics. 5, 1, 7 p.
Research output: Contribution to journal › Conference article

Education/Academic qualification

Domain decomposition methods with fundamental solutions for Helmholtz problems with discontinuous source terms

Trefftz methods with cracklets and their relation to BEM and MFS

Extending the method of fundamental solutions to non-homogeneous elastic wave problems

On Inverse Problems for Characteristic Sources in Helmholtz Equations

On the Reconstruction of Characteristic Sources in Helmholtz equations using the Method of Fundamental Solutions