Nunes S, Oliveira PM, Coutinho JS. Robust SCC mixes through mix-design. ASCE Journal of Materials in Civil Engineering. 2013;25:183-193.Edit

Nunes S, de Oliveira PM, Coutinho JS, Figueiras J. Improving industrial production of self-compacting concrete. In: Conference Probability and Statistics in Science and Technology.; 2007. 2. p. 21-22p. Edit

Nunes S, Figueiras H, de Oliveira PM, Coutinho JS, Figueiras J. Robustez do BAC. In: 4ªs Jornadas Portuguesas de Engenharia de Estruturas.; 2006. 1. 12.Edit

Nunes S, Figueiras H, Oliveira PM, Coutinho JS, Figueiras J. Sensitivity of SCC mortar mixtures to cement variations in Sensitivity os SCC mortar mixtures to cement variations. In: SCC2008 - The Third North American Conference on the Design and Use of Self-Consolidating Concrete International.; 2008. Edit

Nunes S, de Oliveira P., Coutinho JS, Figueiras J. Interaction diagrams to assess SCC mortars for different cement types. Construction and Building Materials. 2009;23:1401-1412.Edit

Nunes S, Pereira J., Coelho C., Mesquita A., Oliveira PM, Coutinho JS, et al. Optimização de argamassas destinadas ao BAC com diferentes tipos de cimento Portugal, Guimarães 2008.Edit

Nunes S, Figueiras H, de Oliveira PM, Coutinho JS, Figueiras J. A Methodology to assess robustness of SCC mixtures”, Cement and Concret Research. Cement and Concret Research. 2006;36:2115-2122.Edit

Oliveira LA. The free idempotent generated locally inverse semigroup. Semigroup Forum. In Press.

Oliveira PM. Processos estocásticos em dinâmica de estruturas de engenharia 2008.Edit

Oliveira LA. A family of varieties of pseudosemilattices. Semigroup Forum. 2015;91:71-100.

Oliveira PM, Prior A.. Estimação dos parâmetros de um modelo estocástico com mudança de regime Portugal, Aveiro 2013.Edit

Oliveira H, Mendes F, Ferreira RA. Editorial: Um caminho a percorrer. Vol 25 Associação de Professores de Matemática 2016.Edit

Oliveira LA. Models for free pseudosemilattices. Algebra Universalis. 2007;56:315-336.

Oliveira PM, Picard J.. Approximate Nonlinear Filtering for a Two-dimensional Diffusion with One-dimensional Observations in a Low Noise Channel. SIAM Journal on Control and Optimization. 2003:1801-1819.Edit

Oliveira PM. A Discrete Time versus a Continuous Time Filter. In: Actas do Controlo’94.; 1994. 8. p. 83-85p. Edit

[2016-9] Oliveira A.. Quadric bundles applied to non-maximal Higgs bundles .Edit

Oliveira A, Faria BM, Gaio A., Reis LP. Data Mining in Hiv-Aids Surveillance System Application to Portuguese Data. Journal of Medical Systems. 2017;4:41-51.Edit

Oliveira A.. Quadric bundles applied to non-maximal Higgs bundles. Travaux Mathématiques . 2016;24:201-220.Edit

Oliveira H, Henriques A, Canavarro AP, Monteiro C, Carvalho C, da Ponte JP, et al. Proceedings of the internacional conference Turning Data into Knowledge: New Opportunities for Statistics Education Instituto de Educação da Universidade de Lisboa 2015.Edit

Oliveira JF, Castro SB, Labouriau IS. Hexagonal Projected Symmetries. Acta Crystallographica Section A: Foundations and Advances. 2015;71(5):549-558.Edit

Oliveira LA. A Munn tree type representation for the elements of the bifree locally inverse semigroup. Monatshefte für Mathematik. 2017;183:653-678.

Oliveira PM, Roubaud M.. Discrete time piecewise linear filtering with small observation noise. IEEE Transactions on Automatic Control. 1995;40:2149-2152.Edit

[2016-6] Oliveira LA. A Munn tree type representation for the elements of the bifree locally inverse semigroup .

[2009-33] Oliveira LA. On the lattice of varieties of pseudosemilattices .

[2016-10] Oliveira A.. Quadric bundles and their moduli spaces .Edit