
Dr Eleonora Pinto de Moura
Lecturer in Mathematics Education
Biography
Eleonora holds a PhD in Mathematics from the University of Warwick, a Master's degree in Applied Mathematics and a BSc in Mathematics from the University of Rio de Janeiro, Brazil.
Before joining King's Foundation, Eleonora spent three years teaching mathematics for international foundation programmes at INTO London World Education Centre and at Cambridge Ruskin International College.
Prior to moving to the UK in 2017, Eleonora was a mathematics lecturer at the Federal University of Rio de Janeiro, where she taught undergraduate students and conducted research in fluid dynamics.
Eleonora is particularly interested in exploring innovative approaches to mathematical learning and enjoys experimenting with open-source digital technologies to create engaging and accessible learning experiences.
Publications
Pinto de Moura, E. and Klett-Davies, M. (2025) 'Analysis of VLE engagement and academic performance in Maths for Social Science and Social Science modules.' InForm, 24, pp. 12–14.
Pinto de Moura, E. (2024) 'Analysing Student Engagement with KEATS and Academic Performance.' King's Digital Education Blog, 17 October 2024.
Pinto de Moura, E. (2024) 'Advanced response systems in mathematics education.' Advance HE Assessment and Feedback Case Studies, 15 October 2024.
Pinto de Moura, E. and Robinson, J. C. (2014) 'Log-Lipschitz continuity of the vector field on the attractor of certain parabolic equations.' Dynamics of Partial Differential Equations, 11, pp. 211–228.
Pinto de Moura, E., Robinson, J. C. and Sanchez-Gabites, J. J. (2011) 'Embedding of global attractors and their dynamics.' Proceedings of the American Mathematical Society, 139, pp. 3497–3512.
Pinto de Moura, E. and Robinson, J. C. (2010) 'Lipschitz deviation and embeddings of global attractors.' Nonlinearity, 23, pp. 1695–1708.
Pinto de Moura, E. and Robinson, J. C. (2010) 'Orthogonal sequences and regularity of embeddings into finite-dimensional spaces.' Journal of Mathematical Analysis and Applications, 368, pp. 254–262.