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Dr. Vittoria Sposini, former Master’s and PhD student at the centre, who has been awarded the prestigious Early Career Prize by the European Physical Society (EPS). Sposini was affiliated with BCAM during several research stays, first as a Master’s student between October and December 2016, then…
BCAM people, Publications
- Dr Judit Muñoz Matute has focused on the design of stabilised space-time adaptive techniques based on the Discontinuous
BCAM people
Jesús González will defend his thesis on Friday, November 28th
- The defence will take place at Sala Adela Moyua, Faculty of Science and Technology (EHU-Leioa) at 11:15
Jesús González Sieiro is an Energy engineer from the Unive
BCAM people
Anton Uranga will defend his thesis on Friday, November 21st
- The defence will take place at Salón de Grados, Faculty of Science and Technology (EHU) at 11:30
Antón Uranga is currently a PhD student supported by a predoctora
Latest publications
View allA phenotype-structured mathematical model for the influence of hypoxia on oncolytic virotherapy
Morselli, David; Chiari, Giulia; Frascoli, Federico; Delitala, Marcello Edoardo (2025-11-16)
ronment, which reduce the ability of the virus to infect cancer cells. In this work, we focus on the influence of hypoxia on this therapy and develop a novel continuous mathematical model that considers both the spatial and ...
Intertwining operators beyond the Stark Effect
Fanelli, L.; Su, X.; Wang, Y.; Zhang, J.; Zheng, J. (2024-01-01)
The main mathematical manifestation of the Stark effect in quantum mechanics is the shift and the formation of clusters of eigenvalues when a spherical Hamiltonian is perturbed by lower order terms. Understanding this mechan...
Uniform resolvent estimates, smoothing effects and spectral stability for the Heisenberg sublaplacian
Fanelli, L.; Mizutani, H.; Roncal, L.; Schiavone, N.M. (2024-01-01)
We establish global bounds for solutions to stationary and time-dependent Schrödinger equations associated with the sublaplacian on the Heisenberg group, as well as its pure fractional power s and conformally invariant fr...
Error bounds for Physics Informed Neural Networks in Nonlinear Schrödinger equations placed on unbounded domains
Fanelli, L.; Cossetti, L.; Alejo, M.A; Muñoz, C; Valenzuela, N (2024-01-01)
We consider the subcritical nonlinear Schrödinger (NLS) in dimension one posed on the unbounded real line. Several previous works have considered the deep neural network approximation of NLS solutions from the numerical and ...