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

Oliveira LA. On the question of embedding a semigroup into a semiband. Semigroup Forum. 2014;88:715-731.

Oliveira A.. Representations, Higgs bundles and components: an overview. Vol 36 CIM 2016.Edit

Oliveira PM, Gama SM. Statistical properties of passive tracersin a positive four-point vortex model. American Physical Society. 2000;62:1424-1426.Edit

Oliveira O., Gaio A., Villar M., Duarte R.. Predictors of treatment outcome in multidrug-resistant tuberculosis in Portugal. European Respiratory Journal. 2013;42:1747-1749.Edit

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

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

[2012-19] Oliveira LA. On the question of embedding a semigroup into an idempotent generated one .

Oliveira PM, Milheiro R, J. Gomes M. Dimensionamento de uma equipa de Medicina na Urgência do Hospital de S. João 1995.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 A, Gaio A., Da Costa J, Reis LP. An Approach for Assessing the Distribution of Reporting Delay in Portuguese Aids Data. In: L.p. RAadeli H, editor. Advances in Intelligent Systems and Computing. Vol 445. Springer Verlag; 2016. 6. p. 641-649p. (Advances in Intelligent Systems and Computing; vol 445).Edit

Oliveira JF, Castro SB, Labouriau IS. Projections of Pattenrs and Mode Interactions. Dynamical System: An International Journal. 2017.Edit

Oliveira PM. Approximate filters for a nonlinear discrete time filtering problem with small observation noise. Stochastics and Stochastics Reports. 1994:1-24.Edit

Oliveira A, Silva PV. Inverse automata and monoids and the undecidability of the Cayley subgraph problem for groups. Glasg. Math. J.. 2000;42:421-437.Edit

[2016-5] Oliveira LA. The free idempotent generated locally inverse semigroup .