Centre for Mathematics, University of Coimbra - All publications

Publications

Title
Authors
Publication Year
Scientific Areas
Type

Publications
DEVAL, Bo Shan, HARTL, Manfred, VAN DER LINDEN, Tim, (2027). Intrinsic tensor products and a Ganea-type extension of the five-term exact sequence. Journal of Algebra. Vol. 710, pp. 645-715.
CHANG-LARA, Héctor, ZAPETA-TZUL, Sergio D., (2026). A dynamic model of congestion. Bulletin of the Brazilian Mathematical Society. New Series.. Vol. 57. 2, Art. no. 13, pp. 1-67.
CLEMENTINO, Maria Manuel, RODELO, Diana, (2026). A note on varieties of ordered algebras. Journal of Pure and Applied Algebra. Vol. 230. 11, Art. no. 18363, pp. 1-14.
FONSECA, Carlos, SARAIVA, Paulo, (2026). A panorama of generating functions for products of classical integer sequences. Filomat. Vol. 40. 9, pp. 3197-3211.
CAMPOS, Geovan, FERREIRA, José Augusto, PENA, Gonçalo, ROMANAZZI, Giuseppe, (2026). A second order method for a drug release process defined by a differential Maxwell-Wiechert stress-strain relation. Mathematical Modelling and Analysis. Vol. 31. 1, pp. 1-25.
ARAÚJO, Adérito, NUNES, Diogo, (2026). A semi-implicit finite difference approach for the Swift Hohenberg equation: Stability, convergence, and pattern formation. Applied Numerical Mathematics. Vol. 220, pp. 373-383.
VOROTNIKOV, Dmitry, (2026). A unified duality framework for barotropic, quantum and Korteweg fluids. Nonlinearity. Vol. 39. 8, Art. no. 085016, pp. 1-26.
BRANQUINHO, Amílcar, DÍAZ, Juan E. F., FOULQUIÉ-MORENO, Ana, LIMA, Hélder, MAÑAS, Manuel, (2026). Bidiagonal matrix factorisations related to multiple orthogonal polynomials. Journal of Approximation Theory. Vol. 318. Art. no. 106310, pp. 1-27.
HAROSKE, Dorothee D., MOURA, Susana D., SKRZYPCZAK, Leszek, (2026). Compact embeddings of generalised Morrey smoothness spaces on bounded domains. Journal of Fourier Analysis and Applications. Vol. 32. 4, Art. no. 80, pp. 1-50.
ARAB, Idir, LANDO, Tommaso, OLIVEIRA, Paulo Eduardo, (2026). Corrigendum to "Convex combinations of random variables stochastically dominate the parent for a new class of heavy tailed distributions". Electronic Communications in Probablity. Vol. 31. Art. no. 35, pp. 1-3.

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© Centre for Mathematics, University of Coimbra, funded by
Science and Technology Foundation

Science and Technology Foundation

Financiado total ou parcialmente pela FCT, Fundação para a Ciência e a Tecnologia, I.P., sob o Financiamento de:
UID/00324/2025 Projeto Estratégico com a referência DOI https://doi.org/10.54499/UID/00324/2025.
https://doi.org/10.54499/UID/PRR/00324/2025 UID/PRR/00324/2025 https://doi.org/10.54499/UID/PRR2/00324/2025 UID/PRR2/00324/2025
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