Publications

Found 503 results
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Costa JP, Costa JP. Mining binary attributes. In: DATA MINING.; 1998.
Costa JP, Costa JP. Mining binary attributes. In: DATA MINING.; 1998.
Castro SB. Mixed-mode solutions in mode interaction problems with symmetry. In: Dynamics, bifurcation and symmetry ({C}argèse, 1993). Vol 437. Kluwer Acad. Publ., Dordrecht; 1994. 6. p. 69-77p.
Castro SB. Mode interactions with spherical symmetry. Internat. J. Bifur. Chaos Appl. Sci. Engrg.. 1994;4:885-904.
Castro SB. Mode interactions with symmetry. Dynam. Stability Systems. 1995;10:13-31.
Simões Md, de Oliveira PM, Costa AP. Modelação do atraso dos veículos em tráfego urbano usando modelos de efeitos mistos 2003.Edit
Leite AS, Rocha AP, Silva M, Costa O.. Modelling long-term heart rate variability: an ARFIMA approach. {BIOMEDIZINISCHE TECHNIK}. 2006;{51}:{215-219}.Edit
Brito M, Cavalcante L, Freitas AC. Modelling of extremal earthquakes. Vol Mathematics of Energy and Climate Change Springer 2015.
[2015-15] Brito M, Cavalcante L, Freitas AC. Modelling of extremal earthquakes .
Cardoso JS, Da Costa J, Cardoso M.. modelling ordinal relations with svms: an application to objective aesthetic evaluation of breast cancer conservative treatment. neural networks. 2005;18:808-817.Edit
Cardoso JS, Da Costa J, Cardoso M.. modelling ordinal relations with svms: an application to objective aesthetic evaluation of breast cancer conservative treatment. neural networks. 2005;18:808-817.Edit
Costa JP, Cardoso JS, Da Costa J, Cardoso M.. Modelling ordinal relations with SVMs: An application to objective aesthetic evaluation of breast cancer conservative treatment. NEURAL NETWORKS. 2005.Edit
Costa JP, Cardoso JS, Da Costa J, Cardoso M.. Modelling ordinal relations with SVMs: An application to objective aesthetic evaluation of breast cancer conservative treatment. NEURAL NETWORKS. 2005.Edit
Costa JP, Cardoso JS, Da Costa J, Cardoso M.. Modelling ordinal relations with SVMs: An application to objective aesthetic evaluation of breast cancer conservative treatment. NEURAL NETWORKS. 2005.Edit
Carvalho PA, Musson IM. Monolithic modules over Noetherian rings. Glasg. Math. J.. 2011;53:683-692.Edit
Castro SB, Vasconcelos PB. Motivação e inclusão para o sucesso numa unidade curricular basilar. Educação, Sociedade & Culturas. 2016;46:35-50.
Carvalho M, Oliveira AC. Movement and Shape. Vol 71 Bol. Soc. Port. Mat. 2014.Edit
Sousa R, Yevseyeva I, Da Costa J, Cardoso JS. multicriteria models for learning ordinal data: a literature review. studies in computational intelligence. 2013;427:109-138.Edit
Cherubini A, Nuccio C, Rodaro E. Multilinear equations in amalgams of finite inverse semigroups. International Journal of Algebra and Computation. 2011;21(1-2):35-59.Edit
[2016-23] Cruz I, Mena-Matos H, M. Sousa-Dias E. Multiple reductions, foliations and the dynamics of cluster maps .Edit

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