Giovanni Camanni is an Associate Professor at the Department of Chemical and Geological Sciences, University of Modena and Reggio Emilia. His work focuses on structural geology, fault mechanics, and seismic hazard assessment, with extensive research in fault segmentation, reactivation processes, and 3D geological modeling. Research Interests: Structural geology, tectonic inheritance, fault kinematics, petrophysical reservoir characterization, and volcano-tectonic processes. Teaching: Courses on Seismic Sources and Microzonation , Structural Geology and Tectonics , and Geological Survey , covering advanced fault mapping, displacement analysis, and field methodologies. Techniques: Utilizes 3D seismic reflection data, photogrammetry, unsupervised learning algorithms (DBSCAN/OPTICS), and U-Pb dating for fault and reservoir studies. Applications: Findings contribute to seismic risk mitigation, fluid flow prediction in fractured reservoirs, and urban subsidence management, particularly in southern Italy and Taiwan. Recent Publications (2020-2025): Advanced understanding of fault zone architecture in dolostones, displacement transfer mechanisms in relay zones, Wilson cycle fault reactivation, and multidisciplinary approaches to ground deformation studies.
Marco Andreatta is a Full Professor of Geometry at the University of Trento's Department of Mathematics, Faculty of Science. He earned his Ph.D. in Mathematics from the University of Trento in 1981 with highest honors. His academic career includes positions as Researcher (1983-1987), Associate Professor (1987-2000), and Full Professor (since 2000). He has held visiting professorships globally, including at the University of Notre Dame, Max-Planck Institute, and MSRI Berkeley. Research Interests: Andreatta specializes in algebraic geometry, focusing on classification of projective varieties, minimal models, Mori theory, and adjunction theory. His work extends to complex differential geometry, topology, and the philosophy of space. Since the 2000s, he has actively researched science communication, exploring mathematics' societal role through books and public engagement. Publications & Research: His 60+ publications emphasize birational geometry and higher-dimensional varieties. Recent works analyze Fano varieties, geometric contractions, and historical/theoretical intersections in mathematics. He frequently contributes to interdisciplinary topics linking geometry with art, history, and education. Awards & Leadership: Corresponding Member, Accademia delle Scienze di Torino (2014) Ordinary Member, Accademia Roveretana degli Agiati (2014) Finalist, Premio Nazionale di Divulgazione Scientifica (2022) Andreatta directs the Centro Internazionale di Ricerche Matematiche (CIRM) and has led the Department of Mathematics (2018-2021), the Faculty of Science (2004-2008), and the Trento Science Museum. He coordinates national research projects (PRIN) and advises doctoral students. Outreach: He authors popular science books (e.g., La Forma delle Cose , Archimede, l’arte della misura ) and lectures at festivals globally on mathematics' cultural and practical impact.
Cinzia Cerroni is a Full Professor at the University of Palermo , affiliated with the Department of Mathematics and Computer Science under the School of Basic and Applied Sciences . She serves as Delegate for the Coordination of the University Orientation and Tutoring Center (COT) since November 4, 2021, and holds regular office hours in Room 105 of her department. Research focuses on the history of mathematics , algebraic structures , and mathematical education Key contributions to cryptographic history , non-Archimedean geometries , and gender representation in STEM Active in teacher collaboration projects and interdisciplinary education Her 15 recent publications span topics from tessellations and bicomplex numbers to wartime impacts on mathematical collaboration and educational methodologies. Subfields include group theory , historical algorithms , geometric patterns , and cryptographic theory . Contact: cinzia.cerroni@unipa.it | Phone: +3909123891092
Rocco CHIRIVI' is an Associate Professor in the Department of Mathematics and Physics "Ennio De Giorgi" at the University of Salento. His research focuses on algebra, particularly representation theory, algebraic geometry, and combinatorics. Dr. CHIRIVI' earned his PhD from the Scuola Normale Superiore in Pisa in 2000 under the supervision of Professors Corrado De Concini and Peter Littelmann. Prior to this, he graduated in Mathematics from the University of Pisa in 1995 with 110/110 cum laude and obtained a Diploma in Mathematics from the Scuola Normale Superiore of Pisa in 1997 with 70/70 and honors. His research interests span several areas of pure mathematics with a focus on algebraic structures. He has made significant contributions to the study of symmetric varieties, representation theory of Lie groups and algebras, algebraic combinatorics, and geometric invariant theory. His work often explores the connections between algebraic structures and geometric objects, with particular attention to the combinatorial aspects of representation theory. Dr. CHIRIVI''s publications over the past two decades demonstrate a consistent focus on algebraic structures, particularly in representation theory and algebraic geometry. His research has evolved from foundational work on LS algebras and Schubert varieties to more recent investigations into space forms, group resolutions, and standard monomial theory for wonderful varieties. A recurring theme in his work is the study of symmetric varieties and their properties, including normality conditions, defining equations, and projective embeddings. He has collaborated with prominent mathematicians such as Andrea Maffei, Paolo Bravi, Jacopo Gandini, and Shrawan Kumar, producing significant results in representation theory and algebraic geometry. His work appears in respected journals including the Journal of Algebra, Transformation Groups, and the Kyoto Journal of Mathematics. Dr. CHIRIVI' has served as a researcher at the Louis Pasteur University of Strasbourg, the University "La Sapienza" of Rome, and the University of Pisa before joining the University of Salento in 2012. He was promoted to Associate Professor of Geometry at the University of Salento in December 2019.
Giuseppe Zappalà is an Associate Professor of Geometry at the Department of Mathematics and Computer Science (DMI) of the University of Catania, Italy. He has been with the university since 1996, initially as a Researcher and promoted to Associate Professor in 2021. His academic home is firmly rooted in the University of Catania, where he completed both his undergraduate studies and PhD. His research focuses primarily on Commutative Algebra and Algebraic Geometry . More specifically, he investigates Hilbert functions of 0-dimensional subschemes of curves, arithmetically Gorenstein schemes, fat points in projective spaces, reducibility of Hilbert schemes, and Lefschetz properties. His work often bridges theoretical concepts with concrete geometric constructions. His publication record shows a consistent focus on the intersection of algebraic structures and geometric properties, with particular attention to graded algebras, Betti numbers, and special configurations of algebraic varieties. Over the years, his research has evolved from foundational work on subschemes to more specialized investigations of Gorenstein properties and Lefschetz phenomena. As an academic service contributor, Zappalà has served as a referee for national and international journals and as a reviewer for Zentralblatt MATH. He has been actively involved with the Pragmatic research school for 15 editions (1997-2012), which has trained numerous algebraic geometers from around the world. He teaches Linear Algebra and Geometry courses for both Computer Engineering and Computer Science degree programs at the University of Catania. His office hours are held Tuesday and Thursday from 10:00 to 12:00 in Studio 46, III Blocco, DMI.
Sabina Luisa Campanelli serves as an Associate Professor in the Department of Mechanics, Mathematics and Management at the Polytechnic University of Bari, Italy, where she conducts cutting-edge research in advanced manufacturing technologies with emphasis on laser-based additive processes. Her research specializes in Additive Manufacturing , particularly Powder Bed Fusion and Directed Energy Deposition techniques, focusing on multi-material fabrication , functionally graded materials , and in-process monitoring . She develops innovative methodologies for layer-level control of material composition and thermal management, addressing critical challenges in geometric accuracy, residual stress, and defect formation in aerospace and biomedical components. Analysis of her recent publications reveals a dominant trend toward real-time process monitoring using thermal and optical systems, with increasing focus on sustainable material utilization through recycled feedstocks. Her work bridges Materials Science , Mechanical Engineering , and Industrial Manufacturing , demonstrating strong industry applicability in high-value sectors requiring precision metal components.
Devid Maniglio is an Associate Professor at the Department of Industrial Engineering, University of Trento. His research focuses on bioengineering, biomaterials, and tissue engineering, with a particular emphasis on bioprinting, surface modification, and functional materials. He has contributed to advancements in silk fibroin and hydrogel-based systems for medical applications. Research Interests Bioengineering for personalized medicine Biomaterials and surface engineering 3D bioprinting and tissue regeneration Molecular imprinting and biosensors Drug delivery and cell encapsulation Teaching Diagnostic and therapeutic technologies for personalized medicine Engineered materials for precision medicine Fundamentals of biomedical technologies Functional surfaces laboratory Labs & Collaborations Devid Maniglio is affiliated with the Functional Surfaces Laboratory at the University of Trento, collaborating with researchers such as Stefano Rossi and Flavio Deflorian. His work integrates interdisciplinary approaches in biomedical engineering and sustainable medical technologies.
Ada Boralevi is an Associate Professor in the Department of Mathematical Sciences "G. L. Lagrange" (DISMA) at Politecnico di Torino, Italy. She is a prominent researcher in algebraic geometry, specializing in vector bundles, tensor decomposition, determinantal representations, and related algebraic structures. Her work bridges pure mathematics with applications in numerical analysis, mathematical physics, and computational algebra. PhD in Mathematics, University of Florence, 2008 MA in Mathematics, UCLA, 2006 Laurea in Mathematics, University of Florence, 2004 Her research interests lie at the intersection of algebraic geometry, commutative algebra, and multilinear algebra. She investigates homogeneous vector bundles, secant varieties, constant rank matrices, and tensor decompositions, with a focus on geometric and algebraic properties. Her work often involves moduli spaces, stability conditions, and equivariant constructions. She is particularly known for her contributions to the theory of instanton bundles and determinantal representations. The analysis of her recent publications reveals a sustained focus on algebraic structures derived from matrices and tensors. Her work spans from foundational algebraic geometry (e.g., sections of homogeneous bundles) to applied topics such as uniform determinantal representations and tensor decomposition. A recurring theme is the interplay between geometry and linear algebra, especially in the context of rank constraints and symmetry. Her collaborations with leading mathematicians highlight her active role in the international research community. She is actively involved in the mathematical community through service and leadership. She is a member of the European Women in Mathematics and the Unione Matematica Italiana. She has organized numerous conferences and summer schools, including the TAGSS series, which promotes women in mathematics. She has also served on organizing committees for MEGA 2017, Vector Bundles Days, and several workshops on tensors and algebraic geometry. Ada Boralevi mentors PhD students, including Stefano Canino, and participates in the doctoral college in Pure and Applied Mathematics at Politecnico di Torino. She has secured research contracts with institutions such as SISSA, TU Eindhoven, and IMPAN. Her teaching includes undergraduate courses in linear algebra and geometry, as well as advanced PhD-level topics on spaces of matrices and their applications. She is a key organizer of algebraic geometry activities in Turin, jointly between Politecnico di Torino and the University of Turin. She co-founded the TAGSS (Trieste Algebraic Geometry Summer School) with Valentina Beorchia and Barbara Fantechi, a series of schools taught by outstanding women mathematicians. Her leadership in these initiatives underscores her commitment to education and gender equity in mathematics.
Fabrizio Montecchiani is an Associate Professor at the University of Perugia's Department of Engineering. He holds a Ph.D. in Computer Engineering from the same university (2014). His research focuses on graph drawing, algorithms, computational geometry, and information visualization with applications to Big Data. He coordinates the Large-scale Data Analysis & Visualization Lab (LDAV LAB), part of the national CINI Big Data Laboratory since 2019. Education: Ph.D. in Computer Engineering, University of Perugia, 2014 Research Interests: Graph Drawing and Algorithms Computational Geometry Visual Analytics and Information Visualization Algorithm Engineering for Big Data His work bridges theoretical foundations with practical applications in network visualization, data science, and algorithm design. Grants & Awards: Principal Investigator for MIUR, PRIN 2022 grant (NextGRAAL) Recipient of the 2022 National Scientific Habilitation for full professorship 2021 Best Young Italian Researcher Award in Theoretical Computer Science 2021 Best Paper Award at GD Teaching & Leadership: Lectures on Computational Models, Software Engineering, and Big Data Co-founder of CONTATTI Srl (2017), a spin-off for tourism-focused ICT solutions Editorial roles at Journal of Graph Algorithms and Applications and Computational Geometry His contributions extend to academic leadership, including organizing major conferences like GD and EuroCG. Technology Transfer: Co-founder of Vis4 Srl (2009), working on visualization solutions for financial and marketing domains Collaborations with institutions like the Financial Intelligence Agency (San Marino) and Fabrica (Benetton Group)
Francesco V. Pepe is an Associate Professor in the Department of Physics at the University of Bari Aldo Moro, Italy, where he is affiliated with the Dipartimento Interateneo di Fisica. He leads the Quantum Optical Technologies Laboratory (QuOT Lab) and is the Principal Investigator of the INFN project PICS (Plenoptic Imaging with Correlations), focused on advancing correlation plenoptic microscopy. His research spans quantum imaging, quantum information, and quantum optics, with a strong emphasis on correlation-based imaging techniques and their applications in high-resolution 3D microscopy. PhD in Physics (specific institution and year not specified in text) His research interests lie at the intersection of quantum optics and imaging science, focusing on quantum imaging , correlation-based microscopy , plenoptic imaging , light-field technologies , and quantum information processing . He explores the use of intensity correlations in light to overcome classical limitations in resolution, depth of field, and imaging speed. His work also extends to quantum simulation of many-body systems (e.g., Schwinger model), bound states in the continuum , and light-matter interactions in waveguide QED platforms. The recent articles (2024–2025) reveal a strong trend toward quantum-inspired imaging techniques , particularly correlation plenoptic and hyperspectral imaging, with applications in turbulence-robust and real-time volumetric imaging. There is also a significant focus on quantum simulation of gauge theories using quantum computing platforms, dimensional reduction in field theories , and non-Markovian dynamics in quantum systems. The consistent use of correlation measurements, quantum error mitigation, and GPU-accelerated processing highlights a multidisciplinary approach combining theory, computation, and experimental design. Francesco V. Pepe has supervised Master’s students in Physics and is actively involved in collaborative research projects. While no formal scientific awards are listed in the provided text, his leadership in the INFN PICS project and extensive publication record underscore his prominence in the field. He has also contributed to advancements in quantum decay dynamics , spontaneous emission in dispersive media , and nonexponential decay phenomena , often in collaboration with leading researchers in quantum optics and condensed matter physics. He is associated with the QuOT Lab, which focuses on developing quantum optical technologies for imaging and sensing. The lab engages in both theoretical modeling and experimental implementation, particularly in correlation imaging, plenoptic microscopy, and quantum simulation. The team collaborates widely across Italy and internationally, contributing to projects in quantum 3D imaging, remote sensing, and Earth observation.
Sara Antinozzi is a Researcher at the Department of Civil Engineering, University of Salerno, where she previously obtained her PhD in "Risk and Sustainability in Civil, Architectural and Environmental Engineering Systems". She holds a degree in Building Engineering-Architecture and is actively engaged in research related to cultural heritage documentation and accessibility. Her educational background includes a PhD in Risk and Sustainability in Civil, Architectural and Environmental Engineering Systems from the University of Salerno and a degree in Building Engineering-Architecture. Dr. Antinozzi's research focuses on the intersection of digital technologies and cultural heritage preservation, with particular emphasis on accessibility solutions for diverse audiences. She specializes in 3D modeling techniques, photogrammetry applications for small artifacts, and developing visuo-tactile tools for architectural communication. Her work bridges traditional architectural documentation methods with innovative digital approaches to enhance the understanding and accessibility of cultural heritage sites. She has conducted significant research on structured-light scanning for ornament digitization, HBIM (Historic Building Information Modeling) applications, and developing low-cost solutions for detailed cultural heritage documentation. Her recent publications demonstrate a clear trend toward developing practical, accessible technologies for cultural heritage documentation. The research spans from high-resolution scanning of small artifacts using USB microscopes to creating tactile reproductions of religious heritage for visually impaired visitors. A significant portion of her work addresses the challenges of documenting complex surfaces and reflective materials, developing specialized methodologies to overcome these obstacles. Her research also shows strong alignment with Horizon Europe initiatives, particularly in developing digital-based communication strategies to break down cultural barriers in museum settings. Dr. Antinozzi is associated with the Modeling Laboratory at the University of Salerno's Fisciano Campus, where she conducts her research and holds reception hours for students. Her work involves interdisciplinary collaboration with various research teams focused on cultural heritage documentation and accessibility solutions.
Alessandro De Paris is an Associate Professor in the scientific-disciplinary field MAT/03 - Geometry at Link Campus University in Rome. He transitioned from a 24-year permanent research career to his current role, focusing on tensor rank and combinatorial aspects with applications in theoretical computer science and mathematics. His research intersects algebraic geometry, differential geometry, and computational mathematics. His recent publications highlight expertise in Waring decompositions, tensor analysis, and polynomial complexity. Key contributions include determining sharp bounds for ternary algebraic forms and developing mathematical models for olfactory neuron responses. Notable works address Monge-Ampère equations and geometric invariants. Current research trends emphasize algebraic geometry, computational mathematics, and interdisciplinary neuroscience applications. Collaborative efforts include co-authoring a monograph on linear connections in differentiable vector bundles.
Prof. Piera DI MARZIO is a Researcher at the Department of Biosciences and Territory of the University of Molise. Her work focuses on plant biodiversity, conservation genetics, and ecological restoration, particularly in Mediterranean ecosystems. She has contributed significantly to understanding the genetic and morphological diversity of oak species (Quercus spp.) across Italy and Europe, with emphasis on their ecological and taxonomic implications. Her research integrates morphometric analyses, molecular studies, and field observations to address questions in phylogeography, conservation biology, and historical ecology. Notable projects include the documentation of alimurgic flora (food plants) and the development of databases for medicinal and edible plant species. She has also led studies on habitat conservation, particularly in Natura 2000 protected areas, focusing on semi-natural grasslands and forest ecosystems. Publications emphasize the application of quantitative methods to clarify taxonomic boundaries between oak species, assess genetic diversity, and monitor forest health in urban and Mediterranean environments. Her work frequently addresses the interplay between human activities and ecological systems, including the impact of historical land use changes and the potential of traditional knowledge in modern conservation strategies.
Nikolas M. Rajkovic is a Professor and Chair of International Law at Tilburg University, Netherlands, and currently holds the position of Visiting Fellow at the Department of Law, European University Institute (EUI), Italy. He previously served as Head of the Department of Public Law and Governance (PLG) at Tilburg University. Rajkovic is also a senior faculty member and Academic Council member at Harvard Law School's Institute for Global Law and Policy (IGLP). His academic work sits at the intersection of International Law, International Relations, and Critical Geography. Current Affiliation: Visiting Fellow, Department of Law, European University Institute Primary Role: Professor and Chair of International Law at Tilburg University Leadership: Former Head of Department of Public Law and Governance (PLG) Additional Role: Senior Faculty, Harvard Law School's Institute for Global Law and Policy Research Interests: Rajkovic's research explores spatial dimensions of international legal authority, with a focus on critical geography, geopolitics, and transnational governance. His upcoming monograph A Critical Geography of International Law: Theorizing Spaces of Global Authority (Cambridge University Press, 2025) will expand these themes. International Law International Relations Critical Geography Transnational Private Law Global Governance
Claudio Arezzo is a Full Professor at the Department of Mathematical, Physical and Computer Sciences, University of Parma. His research spans two primary themes: the study of special submanifolds in Kähler-Einstein manifolds and the existence of balanced/extremal metrics on complex manifolds. He has published extensively in journals such as Compositio Math. , Journal of Algebraic Geometry , and Communications in Mathematical Physics . Research interests include: Differential Geometry Complex Geometry Geometric Analysis Kähler Manifolds Minimal Surfaces Einstein Metrics His recent articles explore topics like conic Kähler-Einstein metrics, generalized connected sum constructions, and the curvature properties of orbifolds. Collaborative work with G. La Nave and F. Pacard extends classical results on minimal surfaces and Kähler metrics. He has served as a referee for top journals including Inventiones Math. and GAFA , and co-organized international workshops at CIRM and Banff.
