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BCAM participates in OREGAUA with the ORE4CITIZENS project

As every September, European cities come together to celebrate the Night of the Researchers, an event to bring science to the streets. This year, over 60 researchers in marine renewables will gather in Portugalete to celebrate a very special night filled with experiments, games, and many more…

BCAM people, About the center

Guillaume Girier will defend his thesis on Friday, September 20th

The defence will take place at Adela Moyua room of the Faculty of Science and Technology of the Leioa Campus

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ORE4CITIZENS, the project formed by BCAM, Tecnalia, UPV/EHU, and Euskampus, brings wind energy to families at Ereaga Beach

  • 32 families, accompanied by researchers and volunteers, were able to build their own wind turbines and better understand the challenges of offshore wind power.

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BCAM participates in the recognition ceremony for Severo Ochoa Centres of Excellence and María de Maeztu Units of Excellence

  • At the ceremony held at CaixaForum Madrid on Thursday, 5th September, the Basque Center for Applied Mathematics (

Latest publications

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HARDY TYPE INEQUALITIES FOR THE FRACTIONAL RELATIVISTIC OPERATOR

(2022-01-01)

A

Cp ESTIMATES FOR ROUGH HOMOGENEOUS SINGULAR INTEGRALS AND SPARSE FORMS

Canto, J.; Li, K.; Roncal, L.; Tapiola, O. (2021-01-01)

We consider Coifman–Fefferman inequalities for rough homogeneous singular integrals TΩ and Cp weights. It was recently shown in [33] that ∥TΩ∥Lp(w) ≤ Cp,T,w∥Mf∥Lp(w) for every 0 < p < ∞ and every w ∈ A∞. Our first goal is ...

ON (GLOBAL) UNIQUE CONTINUATION PROPERTIES OF THE FRACTIONAL DISCRETE LAPLACIAN

Fernández-Bertolin, A.; Roncal, L.; Rüland, A. (2023-01-01)

We study various qualitative and quantitative (global) unique continuation prop- erties for the fractional discrete Laplacian. We show that while the fractional Laplacian enjoys striking rigidity properties in the form of (g...

MAXIMAL OPERATORS ON THE INFINITE-DIMENSIONAL TORUS

Kosz, D.; Martinez-Perales, J.C.; Paternostro, V.; Rela, E.; Roncal, L. (2022-01-01)

We study maximal operators related to bases on the infinite- dimensional torus Tω. For the normalized Haar measure dx on Tω it is known that MR0, the maximal operator associated with the dyadic basis R0, is of weak type (1,1...