15 years of research and transfer

BCAM is the research center on applied mathematics created with the support of the Basque Government and the University of the Basque Country.

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Job offers

At BCAM, we are dedicated to fostering the professional growth of all our team members. Discover our latest job offers to engage in international research projects.

Job offers at BCAM

Events

BCAM actively engages in organising and hosting scientific activities for the scientific public and the general public. The topics, cover all areas of knowledge of the centre. 

Take a look at our future events!

Latest news

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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 University of Vigo (2015-2019), with a master's degree in Industrial Mathematics from the University of Santiago de Compostela (2019-2021).…

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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

2nd fluid dynamics workshop

Events, About the center

2nd Bilbao Meeting on Mathematical Fluid Dynamics held at BCAM

From 3 to 5 November 2025, the 2nd Bilbao Meeting on Mathematical Fluid Dynamics took place at the Basque Center for Applied Mathematics (BCAM).

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BCAM people

Iker Gardeazabal will defend his thesis on Friday, October 31st

The defence will take place at Sala Adela Moyua Faculty of Science and Technology (EHU - Leioa) 

Latest publications

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Non-existence of Radial Eigenfunctions for the Perturbed Heisenberg Sublaplacian

Fanelli, L.; Mizutani, H.; Roncal, L.; Schiavone, N.M. (2025-01-01)

We prove uniform resolvent estimates in weighted L2-spaces for radial solutions of the sublaplacian  on the Heisenberg group ℍd. The proofs are based on the multipliers methods, and strongly rely on the use of suitable mult...

Uniform resolvent estimates and absence of eigenvalues of biharmonic operators with complex potentials

Fanelli, L.; Cossetti, L.; Krejcirik, D. (2024-01-01)

We quantify the subcriticality of the bilaplacian in dimensions greater than four by providing explicit repulsivity/smallness conditions on complex additive perturbations under which the spectrum remains stable. Our assumpti...

Unique continuation properties from one time for hyperbolic Schrödinger equations

Fanelli, L.; Barcelo, J.; Cassano, B. (2023-01-01)

Uniform resolvent estimates for critical magnetic Schrödinger operators in 2D

Fanelli, L.; Zhang, J.; Zheng, J. (2021-01-01)