The ICREAs

ICREA Research Professors form a vibrant community of scientists and researchers in all areas of knowledge that contribute to the advancement of humankind by exploring, interpreting and questioning. Have a look and learn about their amazing discoveries and findings here:

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    Francisco Javier Doblas
    Doblas Reyes, Francisco Javier
    Research Professor at
    Barcelona Supercomputing Center - Centro Nacional de Supercomputación (BSC-CNS)
    Experimental Sciences & Mathematics
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    Research interests

    Global climate is highly variable, which implies that there is much more to understand than just climate change. Climate prediction aims at predicting the variations of climate at different time scales, ranging from one month to several years beyond the start of the forecast. I use an Earth system model based on differential equations to explore the limits of the forecast quality over different parts of the globe, in particular over Africa, South America, the Arctic and Southern Europe. I develop this model to explore the advantages of increasing its resolution to better reproduce the physical processes at the origin of climate variability. I also use statistical techniques to adapt the resulting climate information to specific user needs. Improving the application of this climate information to different socio-economic sectors, with a special focus on energy and disaster risk management, is one of my main targets to try to make a change in both society and the economy.

    Key words

    climate variability, climate prediction, downscaling, climate applications

    ORCID

    : 0000-0002-6622-4280
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    Inés Domingo
    Domingo Sanz, Inés
    Research Professor at
    Universitat de Barcelona (UB)
    Humanities
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    Research interests

    My current research projects aim at brigding the gap between scientific and heritage approaches to one of Europe's most extraordinary bodies of rock art, awarded UNESCO Wolrd Heritage Status in 1998: Levantine rock art. This research is funded with an ERC CoG (2019-2025). My aim is to achieve an holistic view of this art by combining a multidisciplinary (Archaeology, Heritage Science, IT and Ethnoarchaeology) and a multiscale approach (from microanalysis to landscape perspectives) to: a. Redefine LRA through new dating techniques and analythical methods to understand the creative process. b. Use this rock art tradition as a proxy to raise new questions of global interest on the evolution of creative thinking and human cognition. c. Define best practices and protocols for open air rock art conservation and management.

    Key words

    Postpalaeolithic Rock art in Mediterranean Spain (Levantine, Macro-schematic and Schematic traditions), style, techniques, social identity, pigment analysis, ethnoarchaeology, Australian Indigenous rock art, Digital rock art recording methods.

    ORCID

    : orcid/org/0000-0003-4707-8094
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    Markus Donat
    Donat, Markus G.
    Research Professor at
    Barcelona Supercomputing Center - Centro Nacional de Supercomputación (BSC-CNS)
    Experimental Sciences & Mathematics
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    Research interests

    My research aims to understand and predict how different types of climate extremes, such as heatwaves, intense precipitation or storms, are changing in the context of climate variability and long-term climate change related to global warming. This involves studying weather and climate processes that cause or amplify such extreme events, and how they respond to different climate drivers. My work involves the development and analysis of high-quality observational datasets of climate extremes, and different types of climate model simulations aiming to predict climate in the near-term (e.g. next years and decade) and more distant future. A key focus is to reduce the uncertainty related to climate variability in these climate predictions. I also explore the efficacy of land-based approaches to mitigate climate change by removing and storing carbon dioxide from the atmosphere, and how these mitigation approaches may be put at risk through exposure to extreme weather and climate events.

    Key words

    climate extremes, climate variability, climate change, predictability

    ORCID

    : 0000-0002-0608-7288

    RESEARCHER ID

    : J-8331-2012
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    Trugut Durduran
    Durduran, Turgut
    Research Professor at
    Institut de Ciències Fotòniques (ICFO)
    Engineering Sciences
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    Research interests

    Turgut is a physicist who is an expert in biomedical optics. He studies the physics of photon propagation in biological tissues and builds machines that can see through our bodies like never before. His group is highly multi-disciplinary: physicists, engineers and medical doctors, and collaborates closely with hospitals and biomedical centers all around the world. Turgut's current focus is the measurement of hemodynamics and oxygen metabolism. His dream is to see these devices becoming standard clinical equipment for the doctors of the future.

    Key words

    Photonics, Biophotonics, Biomedical optics, Medical Technologies, Diffuse optics

    ORCID

    : orcid.org/0000-0001-5838-1027

    RESEARCHER ID

    : N-7768-2015
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    Dustdar, Schahram
    Research Professor at
    Universitat Pompeu Fabra (UPF)
    Engineering Sciences
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    Research interests

    <p>My research focus&nbsp;lies within the area of Distributed Systems, Edge Computing, and Internet Technologies. In particular, I have been working at the intersection of distributed systems, software engineering, and IoT systems.&nbsp;Motivated by concrete problems I witnessed during my years as an entrepreneur (between 1998-2005), I decided to fully dedicate my time on the underlying conceptual and scientific issues in the areas above and became full professor in 2005. Since then, I <strong>successfully supervised 42 PhD students</strong> in my research group.&nbsp;&nbsp;</p>

    <p>I focus on&nbsp;<strong>resilient large-scale distributed software systems</strong>. The fundamental concerns I work on include: (1) compositional software services spanning the whole Compute Continuum including: IoT sensors, Edge devices, Fog server, and Cloud data centers; (2) data, as it flows within that infrastructure; (3) coordination, context, and control; and (4) security and privacy. My goal is to develop a set of coherent scientifically grounded methodologies and open-source software tools for addressing the engineering of large-scale distributed software-intensive (IoT) systems by focusing on these outlined areas. By providing the necessary scientific foundations, I develop engineering support—buttressed with novel and groundbreaking scientific approaches—to address challenges from a more advantageous ecosystems vantage view. Overall, I pursue a&nbsp;<em>paradigm shift</em>, where one conceptual worldview is replaced by another. This new worldview comprises a shift toward building&nbsp;<em>inherently</em>&nbsp;<em>resilient</em>, software-intensive IoT ecosystems rather than continuing to engineer the “patched” distributed IoT/Edge/Fog/Cloud&nbsp;systems of today.&nbsp;In particular, I focus on&nbsp;integrating&nbsp;edge computing and AI, which gives birth to edge intelligence (EI).&nbsp;&nbsp;In this area I focus on&nbsp;AI for edge (intelligence-enabled edge computing) and AI on edge (artificial intelligence on edge), where I co-authored the book <em>Edge Intelligence – From Theory to Practice</em>, Springer 2023.</p>

    Key words

    Distributed Systems, Internet of Things, Edge Computing, Cloud Computing, Smart Cities

    ORCID

    : https://orcid.org/0000-0001-6872-8821

    RESEARCHER ID

    : https://publons.com/researcher/2395540/schahram-dustdar/
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    Konstantin Dyakonov
    Dyakonov, Konstantin
    Research Professor at
    Universitat de Barcelona (UB)
    Experimental Sciences & Mathematics
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    Research interests

    Most of my research is devoted to spaces of analytic functions of a complex variable. Typically, the functions live on the unit disk and are well-behaved, in a sense, near/on its boundary, the unit circle. Various specific interpretations of "well-behaved", such as a natural growth restriction or some kind of boundary smoothness, give rise to important function spaces with nice properties, and I have studied some of these. I am also concerned with certain types of linear operators (e.g., the so-called Toeplitz and Hankel operators) acting on such spaces.

    Key words

    Spaces of analytic functions, invariant subspaces, smoothness classes, Toeplitz and Hankel operators

    ORCID

    : 0000-0002-9232-6264