Affiliations: Domenico Fiorenza is an Associate Professor at the Department of Mathematics, University of Rome La Sapienza since October 2015. Previously, he held roles as Assistant Professor (2005–2015) and PostDoc Researcher at the Universities of Rome Tor Vergata and La Sapienza. Education: Laurea in Mathematics (University of Rome La Sapienza, 1996); PhD in Mathematics (University of Pisa, 2002). Research Interests: His work focuses on mathematical physics, algebraic geometry, and topology, with contributions to deformation theory, higher structures in quantum field theory, and categorical constructions. Notable areas include T-duality in rational homotopy theory, M-theory, and derived algebraic geometry. Publications: Over 60 peer-reviewed articles, including studies on C-infinity algebras, twistor spaces, and the geometric interpretation of M5-branes. Recent work emphasizes connections between homotopy theory and physics, such as twisted Cohomotopy and anomaly cancellation in M-theory. Labs/Teams: Collaborations with Hisham Sati and Urs Schreiber on topics like super-exceptional geometry and higher TQFTs. Visiting positions at IHÉS, MPIM, and ETH Zurich highlight his international engagement.
Matteo Penegini serves as an Associate Professor in the Department of Mathematics at the University of Genoa, where he holds a seat on the Department Board. His teaching portfolio spans multiple degree programs including Economic and Financial Sciences, Biomedical Engineering, and Mathematical Statistics, with courses such as General Mathematics, Geometry, and Linear Algebra and Analytic Geometry. His research centers on advanced Algebraic Geometry, specializing in the classification and structural analysis of algebraic surfaces and threefolds. Key investigations include triple covers of K3 surfaces, surfaces with pg=q=2 invariants, and projective varieties of general type. His work integrates cohomological methods, birational transformations, and moduli space theory to explore geometric genus constraints and Albanese map properties. Recent publications reveal a consistent focus on geometric invariants and covering spaces, with collaborative studies examining K3 surface covers (2022), surface families with specific Chern numbers (2021), threefold classification (2021), cohomology of irregular surfaces (2020), and Zariski multiplets from isogenous surfaces (2020). This trajectory demonstrates deepening engagement with Hodge theory and moduli problems in complex algebraic geometry.
Luca Chiantini is a Full Professor at the University of Siena's Department of Information Engineering and Mathematical Sciences. Born in Siena in 1957, he earned his Mathematics degree from the University of Siena in 1979 and held academic positions at the Polytechnic of Turin, University of Naples, University of Rome 'La Sapienza', and others before joining the University of Siena in 1995. His research focuses on Algebraic Geometry, Commutative Algebra, and applications in Tensor Analysis and Multilinear Algebra. Chiantini's work explores projective varieties, secant varieties, Waring decompositions, and geometric complexity theory. He has authored over 100 publications, including studies on interpolation in higher codimension, Geproci sets, and Terracini loci. Education: Degree in Mathematics from the University of Siena (1979), followed by CNR grants and a Brandeis University fellowship (1982-1983). Academic roles include Department Director (2006-2012) and Dean of the Academic Board (2011-2012). Research Interests: Algebraic Geometry (e.g., projective varieties, secant varieties), Commutative Algebra (Hilbert functions, determinantal representations), and applied areas like tensor decomposition, geometric complexity, and algebraic statistics. His work bridges classical and modern algebraic geometry, with contributions to tensor rank, identifiability, and secant defectivity. Key Projects: Studies on interpolation, secant varieties, and geometric configurations. Collaborations on tensor analysis with applications in statistics and theoretical physics. Active in academic service and education, teaching advanced geometry and mathematics pedagogy.
Jorge Raul Cordovez Manriquez serves as an External Lecturer and Teaching Assistant at the Department of Mathematical Sciences 'GL Lagrange' (DISMA) at Polytechnic University of Turin. He holds invited membership in both the College of Biomedical Engineering and College of Chemical and Materials Engineering. His primary teaching responsibilities span multiple engineering programs including Aerospace Engineering, Computer Science Engineering, and Management Engineering, as well as Architecture programs. His research focuses on advanced topics in algebraic geometry, particularly Schubert calculus, Fano varieties, and complete intersections. His work explores combinatorial structures in algebraic varieties, geometric configurations of lines and conics, and binomial formulas in intersection theory. The mathematical techniques developed in his publications have applications in enumerative geometry and theoretical physics. Over the past decade, Cordovez Manriquez has maintained consistent publication activity in specialized mathematics journals, with his most recent work (2009) extending binomial formulas to Schubert calculus contexts. His research demonstrates deep connections between combinatorial algebra and geometric structures in projective spaces. As an educator, he has taught foundational mathematics courses including Mathematical Analysis I, Linear Algebra and Geometry, and Mathematical Principles across multiple academic years (2019/20-2025/26). His teaching portfolio shows particular emphasis on engineering mathematics for Aerospace Engineering programs, where he has served as both Course Lecturer and Course Collaborator for core mathematical subjects.
Luisa Mannina is a Full Professor of Food Chemistry at Sapienza University of Rome, Department of Chemistry and Technology of Drugs, Faculty of Pharmacy and Medicine. She leads the Food Chemistry Laboratory (FOODCHEMLAB) and serves as Director of the Metabolomics Unit focusing on Foods, Nutraceuticals and Biological Fluids Research. Her academic career spans over 25 years with progressive appointments from Assistant Professor to her current Full Professor position since January 2019. Full Professor of Food Chemistry (2019-present) Associate Professor of Food Chemistry (2009-2019) Director of multiple Master's programs in Nutraceuticals and Cosmeceutics Coordinator of PhD program in Molecular design and characterization for health promotion Member of numerous institutional committees at Sapienza University Professor Mannina's research centers on Nuclear Magnetic Resonance (NMR) methodologies for food analysis and metabolomics. She has developed innovative analytical protocols for determining metabolic profiles of food matrices and biological fluids, enabling authentication of geographical origin, variety, and cultivation methods for diverse food products. Her work spans olive oils, fruits, industrial hemp, and various agricultural products, with particular emphasis on NMR-based metabolomics for food authentication and quality assessment. She has established herself as a leading expert in industrial hemp analysis, publishing extensively on cannabis inflorescences, seed oils, and related products. Analysis of her recent publications reveals a strong focus on sustainable food systems, with particular attention to agri-food waste valorization, novel food development from unconventional sources like medicinal mushrooms, and advanced analytical techniques for food authentication. Her work increasingly integrates NMR with other analytical methods to address complex food science challenges, including food fraud detection, nutritional enhancement through processing techniques, and chemopreventive properties of plant-based products. The research demonstrates consistent evolution from fundamental food characterization toward applied solutions addressing contemporary food system challenges. Her scientific recognition includes: GIDRM/GIRM 2018 Gold Medal ANVUR Research Funding (2017) Associate Editor of Journal of Integrated Omics Member of Scientific Committee of La Rivista Italiana delle Sostanze Grasse Professor Mannina has successfully supervised numerous PhD students and directed multiple Master's programs. Her research is supported by substantial funding from regional, national, and European sources, including projects on industrial hemp valorization (€150,000), innovative bio-packaging (€50,000), and metabolomic studies of Mediterranean diet adherence (€14,500). She maintains active collaborations with European research institutions and industry partners through various research contracts. Her Food Chemistry Laboratory (FOODCHEMLAB) is equipped with state-of-the-art analytical instrumentation including NMR, HPLC-PDA, GC-MS, and other advanced equipment for comprehensive food analysis. The laboratory serves as a hub for metabolomic research, food authentication studies, and valorization of agricultural by-products, contributing significantly to Sapienza University's research profile in food science and technology.
Francesco Malaspina is a Full Professor at the Department of Mathematical Sciences (DISMA) of the Polytechnic University of Turin. His research focuses on vector bundles , projective algebraic geometry , and ACM (Arithmetically Cohen-Macaulay) bundles , particularly on varieties like quadrics, Grassmannians, and multiprojective spaces. He has contributed extensively to splitting criteria for vector bundles, cohomology properties, and moduli space classification. His work bridges abstract algebraic geometry with applications in mathematical physics and topological methods. Key research areas : Vector bundles, Ulrich bundles, instanton bundles, Castelnuovo-Mumford regularity, cohomology vanishing, projective varieties. Publications include studies on Ulrich bundles on Segre-Veronese varieties, instanton bundles on flag varieties, and cohomological properties of vector bundles. His articles often explore the interplay between algebraic structures and geometric intuition, emphasizing aesthetic-driven mathematical inquiry. Teaching spans linear algebra, geometry, and advanced topics for aerospace and pure/applied mathematics programs. He has also engaged in science communication, notably through his book Seven Simple Lessons in Mathematics; on Love, Death, Football, Meringues, and Geometry , which connects abstract math to humanistic themes.
Francesco Galuppi is an Assistant Professor at the University of Warsaw, within the Faculty of Mathematics, Informatics and Mechanics. His research focuses on complex algebraic geometry, tensor decompositions, and their applications to signature tensors of paths, bridging theoretical mathematics with applied sciences like data analysis and machine learning. He leads the Sonata grant 'Tensor rank and its applications to signature tensors of paths' funded by the National Science Center, Poland. His work explores geometric approaches to tensor structure, emphasizing interactions across disciplines. Key topics include secant varieties, tensor rank, and symmetry analysis of signature tensors. Galuppi has organized workshops such as 'Apolarity in Varsavia' and co-organized conferences like the SIAM minisymposium 'Tensors in Applications.' His recent activities include talks on path signatures, eigenpoint schemes, and defectivity of Segre-Veronese varieties, reflecting his commitment to advancing algebraic geometry’s practical applications. He actively engages in academic communities, delivering seminars and collaborating internationally. His research narrative includes grants, interdisciplinary collaborations, and contributions to thematic semesters like AGATES, focusing on tensors in diverse fields from quantum physics to optimization.
Maria Chiara Brambilla is an Associate Professor in the Department of Industrial Engineering and Mathematical Sciences (DIISM) at Università Politecnica delle Marche, Faculty of Engineering. Her research specializes in algebraic geometry, with emphasis on moduli spaces, vector bundles, and secant varieties. She investigates fundamental structures in birational geometry and interpolation theory, contributing to advancements in the classification of geometric objects and their deformations. Research Focus: Her work explores: Birational properties of Mori dream spaces and blowups Defectivity and non-defectivity in Segre-Veronese varieties Terracini loci and their minimality conditions Geometric invariants of flag manifolds and hypersurfaces Algebraic boundaries in tensor rank theory Publication Trends: Recent articles (2021-2025) demonstrate deepening work on Terracini loci, twistor geometry, and movable divisors, frequently employing combinatorial and deformation-theoretic methods to resolve problems in higher-dimensional algebraic geometry.
Giovanni Stagliano' is an Associate Professor of Geometry at the Department of Mathematics and Computer Science, University of Catania. He specializes in algebraic geometry with computational aspects, focusing on classification problems related to Cremona transformations and rationality questions of smooth projective varieties, including cubic fourfolds, Gushel-Mukai fourfolds, and complete intersections of three quadrics in P^7. His work also addresses tensor rank in real algebraic geometry and algorithmic implementations for resultants, discriminants, and hyperdeterminants. Research interests include complex algebraic geometry, computational algebra, and tensor analysis. He leads the PRIN 2022 project "Unirationality, Hilbert schemes, and singularities" (funded by MUR with ~€165,000). Teaches in Mathematics Master's and Computer Engineering Bachelor's programs; member of the CT-ME-PA Mathematics PhD board.
Enrico Le Donne is a Full Professor of Mathematics at the University of Fribourg, Switzerland. His research focuses on sub-Riemannian geometry, Carnot groups, and geometric measure theory. He has held positions at the University of Jyväskylä (Finland), University of Pisa (Italy), and others. Le Donne’s work bridges geometric analysis, metric geometry, and group theory, with applications to rectifiability and isometry studies. Education: BSc and MSc from Scuola Normale Superiore di Pisa and Yale University. PhD in Mathematics from Yale (2009), advised by Bruce Kleiner. Research Interests: Includes sub-Riemannian geometry, Carnot groups, geometric measure theory, and embedding problems. His articles explore topics like Carnot group structures, rectifiability, and geometric flows. Recent work addresses hypergenerated Carnot groups and sub-Finsler spheres. Recognition: ERC Starting Grant (2017) and Finnish Academy Research Fellowship (2015). He organizes international conferences and collaborates globally. Supervision: Advised PhD students including Valerio Gianella, Sebastiano Nicolussi Golo, and Eero Hakavuori. Hosted postdocs such as Francesca Tripaldi and Gabriel Pallier. Labs/Teams: Leads the ERC project GeoMeG (Geometry of Metric Groups) and co-organizes the Sub-Riemannian Geometry conferences.
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.
Alfredo Vizzini is an Associate Professor at the University of Turin , affiliated with the Department of Life Sciences and Systems Biology . His work spans systematic botany, fungal taxonomy, and molecular phylogenetics, with a focus on Agaricales and Boletaceae families. He teaches courses such as Systematic Botany and Mycology , contributing to both academic and applied research. Research Interests : Vizzini specializes in fungal biodiversity, particularly ectomycorrhizal and saprotrophic species. His studies integrate morphological and molecular data (e.g., ITS-LSU sequences) to resolve phylogenetic relationships and describe novel taxa. Key areas include Basidiomycota systematics, adaptation to extreme environments, and invasive fungal species' impact on native ecosystems. Article Trends : His publications (2008–2017) emphasize fungal taxonomy, phylogenetics, and ecological interactions. Notable themes include the discovery of Alpova komoviana , revisions in Leucopaxillus , and investigations into mycobiomes using 454 pyrosequencing. Collaborative projects like DEFINE and CAVELAB highlight his interdisciplinary approach. Labs and Teams : Vizzini collaborates on projects such as DEFINE (exotic pathogens), CAVELAB (cave ecosystems), and DISCOVERING MARINE MYCOBIOTA (marine fungi), working with international teams in Europe and beyond. His lab focuses on fungal interactions in forests, seagrass, and extreme environments.
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.
Dr. Gaetano Laghetti is a Senior Researcher at the Institute of Biosciences and BioResources (IBBR) of the National Research Council of Italy (CNR) in Bari. He has served as the curator of the CNR's Gene Bank in Bari since 2011 and as the Italian representative in the 'Solanaceae' working group since 2012. Since October 2013, he has been deputy director of IBBR and heads the CNR work order on 'Biodiversity for the sustainability of Mediterranean agricultural systems' since 2011. Dr. Laghetti's educational background includes: 1984: Degree in Agricultural Science (cum laude) from the University of Bari, Faculty of Agriculture 1986: Passed State Examination for qualification to practice as an agronomist 1987: Awarded international scholarship by the International Institute of Tropical Agriculture (IITA) His research focuses on the safeguarding of plant genetic resources , with particular emphasis on Mediterranean agricultural systems. Dr. Laghetti has conducted approximately 50 exploration and collecting missions across Italy and internationally, gathering over 5,000 plant accessions. His work encompasses germplasm characterization using agronomical, morphological and biochemical traits, statistical analysis of characterization data, and taxonomic studies to identify crop origins and wild ancestors. He has significant expertise in obtaining EU quality marks for local products and holds two plant patents. Dr. Laghetti's recent publications demonstrate a strong focus on agrobiodiversity conservation , with particular attention to traditional Italian crop varieties, ethnobotanical knowledge, and the documentation of crop wild relatives. His research spans plant systematics, germplasm characterization, and the application of statistical methods to genetic resource data. He has made significant contributions to documenting ancient cereal varieties in Southern Italy and studying the biogeography of edible halophytes in the Apulia region. As an active member of the scientific community, Dr. Laghetti serves on the Editorial Board of the International Journal Genetic Resources and Crop Evolution and is a peer reviewer for multiple international journals in botany and biodiversity. He has coordinated four books and authored approximately 200 scientific papers. Dr. Laghetti has supervised academic work including a Research Doctorate, a Degree Thesis, and six scholarship recipients. He has served as the scientific responsible for six internal CNR projects and seven external projects, while collaborating on 21 additional research initiatives. His field work includes establishing and managing an experimental field for scientific trials since 2003. At the institutional level, Dr. Laghetti contributes to biodiversity conservation through his leadership roles at the CNR Gene Bank in Bari and his representation of Italy in international working groups focused on plant genetic resources.
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.
