Publications

Title
Authors
Publication Year
Scientific Areas
Type
Publications
VOROTNIKOV, Dmitry, (2025). Hidden convexity and Dafermos' principle for some dispersive equations. DMUC 25-01 Preprint. Export
TEMIDO, Maria da Graça, DIAS, Sandra, (2025). Extremal Behavior of Some Bivariate Integer Models. Lígia Henriques-Rodrigues et al. (Eds.), New Frontiers in Statistics and Data Science. (pp. 183-198). Springer: Proceedings in Mathematics & Statistics. Export
TENREIRO, Carlos, (2025). A note on a Parzen-Rosenblatt type density estimator for circular data. Henriques-Rodrigues, L. et al. (eds) (Eds.), New Frontiers in Statistics and Data Science (SPE2023, Guimarães, Portugal, October 11-14). (pp. 1-11). : Springer. Export
XU, Wei-Ru, SHU, Qian-Yu, BEBIANO, Natália, (2025). A pseudo-Jacobi inverse eigenvalue problem with a rank-one modification. Applied Mathematics and Computation. Vol. 488. Article number 129118, pp. 1-11. Export
ABREU, Miguel, BURSZTYN, Henrique, PICADO, Jorge, (Eds.). (2025). Brazil-Portugal Mathematics: Proceedings of the First Brazil-Portugal Joint Meeting in Mathematics, Salvador, Brazil, August 14-20, 2022. Cham: Springer. Export
CLEMENTINO, Maria Manuel, GEHRKE, Mai, PICADO, Jorge, (Eds.). (2025). Lecture Notes of the School on Topology, Algebra, and Categories in Logic (TACL 2022). Cham: Springer. Export
FERREIRA, José Augusto, GRASSI, Mario, GUDIÑO, Elias, OLIVEIRA, Paula de, (2025). Non-Fickian diffusion enhanced by temperature. Journal of Computational and Applied Mathematics. Vol. 457. Article number 116314, pp. 1-19. Export
MANUELL, Graham, (2025). Pointfree topology and constructive mathematics. Maria Manuel Clementino, Mai Gehrke, Jorge Picado (Eds.), Lecture Notes of the School on Topology, Algebra, and Categories in Logic (TACL 2022) . (pp. 1-52). Cham: Springer. Export
MARTINO, Fabrizio, RIZZO, Carla, (2025). The 2x2 upper triangular matrix algebra and its generalized polynomial identities. Journal of Algebra. Vol. 666, pp. 308-330. Export
TEYMURAZYAN, Rafayel, (2025). The fractional Laplacian: a primer. Edgard A. Pimentel and José Miguel Urbano (Eds.), Modern methods in the analysis of free boundary problems. (pp. 1-27). Cham: Springer. Export
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