Find Academic Supervisors

Valter Moretti is a Full Professor in the Department of Mathematics at the University of Trento. His academic career spans roles from Research Fellow to Full Professor, focusing on Mathematical Physics and Quantum Field Theory (QFT) in curved spacetime. He earned an MSc in Physics from Genova University and a PhD in Theoretical Physics from Trento University. Research Interests : Algebraic QFT, General Relativity, Quantum Mechanics, Operator Algebras, and Spectral Theory. His work bridges mathematical rigor with physical applications, particularly in quantum localization, entanglement, and curved spacetime phenomena. Publications : Authored 15+ recent papers on topics like quantum particle localization, entanglement certification, and QFT on curved backgrounds. Collaborated on a 2022 patent for generating entangled photon states. Awards : Holds a patent for a quantum-certified random number generator (2022). Supervision : Advised 8 PhD students, including N. Pinamonti, L. Franceschini, and C. van de Ven. Coordinated national and international research projects (e.g., H2020-MSCA-COFUND-2015). Labs & Collaborations : Affiliated with INFN, TIFPA-INFN, and Q@TN (Quantum@Trento). Organized conferences like Quantum Physics and Geometry (2014) and Quantum Machine Learning (2023). Teaching : Lectures on Analytical Mechanics, Quantum Relativistic Theories, and Special Relativity. Authored textbooks on Spectral Theory and Quantum Mechanics.

• Algebraic Quantum Field Theory
• Black Holes
• Functional Analysis
• +10 more

Ana Maria Alonso Rodriguez is a Full Professor of Numerical Analysis at the Department of Mathematics, University of Trento. She holds a PhD in Applied Mathematics from Universidad Complutense de Madrid (1993) and has held academic positions across Italy and Spain since 1990. Her research focuses on numerical methods for partial differential equations, computational electromagnetism, finite element methods, and domain decomposition techniques. She has organized international workshops and minisymposia, including the 2022 Oberwolfach workshop on Hilbert Complexes and the 2018 ICOSAHOM conference session on high-order methods. Her work bridges numerical analysis, topology, and applied electromagnetism, with recent contributions to Whitney finite elements and discrete potential theory. Education: PhD in Applied Mathematics, Universidad Complutense de Madrid (1988-1993) Licenciatura en Ciencias Matematicas, same institution (1982-1987) Research emphasizes high-order discretizations for electromagnetic problems, leveraging finite element exterior calculus and graph-based decomposition techniques. Recent work (2024) advances tree-cotree methods for curl operator spectra and Whitney form interpolation. She actively collaborates with international institutions like the CI2MA in Chile and the Laboratoire J. A. Dieudonné in France. Teaching includes courses on numerical PDEs, finite elements, computational electromagnetism, and MATLAB-based numerical analysis at both undergraduate and PhD levels. She has supervised numerous courses in Italy and Spain since 2000, integrating practical software tools like FreeFem and MODULEF into instruction.

• Numerical Analysis
• Computational Electromagnetism
• Finite Element Methods
• +3 more

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.

• Algebraic Geometry
• Commutative Algebra
• Tensor Analysis
• +4 more

Fabio Cavalletti is a Full Professor at the University of Milan, specializing in geometric analysis, optimal transport theory, and synthetic curvature bounds. His work bridges differential geometry, mathematical physics, and functional inequalities, with particular focus on Lorentzian spaces and Ricci curvature. He has organized international workshops and conferences on optimal transport and geometric analysis. Research interests include optimal transport in Lorentzian and Riemannian settings, synthetic Ricci curvature conditions, isoperimetric inequalities, and geometric flows. Recent work explores timelike Ricci curvature bounds, null hypersurfaces in general relativity, and applications to quantum information geometry. Key contributions include foundational results on displacement convexity, quantitative Obata's theorem, and optimal transport in singular spaces. He has collaborated extensively with researchers like Andrea Mondino and Nicola Gigli, producing over 35 peer-reviewed publications. Notable activities include organizing the 2024 School and Conference on Metric Measure Spaces, 2025 Workshop on Optimal Transport and Metric Geometry, and mentoring junior researchers in geometric analysis. Current projects address synthetic timelike curvature in Lorentzian spaces and applications to general relativity.

• Optimal Transport
• Geometric Analysis
• Ricci Curvature
• +3 more

Hugo Georges Victor Lavenant serves as Assistant Professor in the Department of Decision Sciences at Bocconi University, Milan, where he has held a faculty position since 2020. Previously, he completed a postdoctoral fellowship at the University of British Columbia (2019-2020) under the Pacific Institute of Mathematical Sciences and earned his PhD in Mathematics from Université Paris-Sud (2016-2019) under Filippo Santambrogio's supervision. His academic foundation includes: PhD in Mathematics, Université Paris-Sud (2016-2019) Studies at École Normale Supérieure (2012-2016) covering mathematics, physics, history, and philosophy of science Classes préparatoires in mathematics and physics (2010-2012) Lavenant's research centers on optimal transport theory and its applications across mathematical disciplines. He investigates geometric structures in Wasserstein spaces, develops numerical methods for dynamical optimal transport, and bridges theoretical advances with Bayesian statistics. His work demonstrates particular innovation in trajectory inference for biological data and dependence measures for random measures, connecting pure mathematics with computational statistics. Recent publications reveal accelerating interdisciplinary impact, with 2024-2025 works extending optimal transport to machine learning (kernel methods, variational inference) and data science (opinion dynamics, single-cell analysis). This trajectory shows increasing methodological sophistication in handling measure-valued mappings and non-smooth geometries while maintaining computational tractability. Award recognition includes: Pacific Institute of Mathematical Sciences Postdoctoral Fellowship Lavenant actively mentors early-career researchers through formal advising relationships and collaborative projects. He currently supervises two PhD candidates (George Kanchaveli and Francesco Mascari, co-advised with Marta Catalano) and has guided Master's students including Mathis Hardion and Niccolò Bargellini. His teaching portfolio spans advanced analysis, optimization, and real analysis courses at Bocconi, reflecting his commitment to mathematical rigor in education. He operates within Bocconi's Decision Sciences ecosystem while maintaining international collaborations with researchers at UBC, Université Paris-Sud, and statistical groups worldwide. Current projects focus on entropy-based transport methods and geometric approaches to nonparametric statistics, positioning his work at the intersection of theoretical mathematics and data-driven applications.

• Optimal Transport
• Calculus of Variations
• Convex Analysis
• +3 more

Silvia Faggian is an Associate Professor at Ca' Foscari University of Venice's Department of Economics. She serves as the Department's Delegate for Entrance Exams and Additional Learning Requirements in Mathematics. Her research focuses on mathematical methods in economics, actuarial sciences, and financial mathematics, with particular expertise in network theory, optimal control, and spatial economics. Research interests span mathematical economics, network externalities, spatial resource allocation, dynamic optimization, and economic growth models. Her work frequently applies advanced mathematical techniques to economic systems and resource distribution problems. Publications demonstrate sustained focus on dynamic optimization problems, spatial economics, and network-based economic modeling. Recent work emphasizes resource competition in networked systems and growth models with externalities, while earlier publications established foundational contributions to vintage capital theory and optimal control applications. Teaching activities include coordination of mathematics entrance requirements and undergraduate mathematics instruction within the economics curriculum.

• Mathematical Economics
• Actuarial Sciences
• Financial Mathematics
• +3 more

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.

• Commutative Algebra
• Algebraic Geometry
• Hilbert Functions
• +5 more

Cristiano Bocci is a Full Professor at the Department of Information Engineering and Mathematical Sciences, University of Siena. His research focuses on Algebraic Geometry, Commutative Algebra, and their applications in sensor networks and statistics. He teaches courses like Computational Geometry and Analytical Geometry, and his work extends to interdisciplinary projects involving engineering and data science. Contact him at cristiano.bocci@unisi.it. Research Interests: Geometric constructions in projective spaces Hadamard products of varieties and ideals Applications of algebraic methods in sensor networks and granular material measurement Recent Trends in Publications: Over 2023-2024, Bocci has explored Hadamard products' algebraic properties, Gorenstein points in projective spaces, and sensor network designs. His work bridges pure mathematics with engineering solutions like LoRaWAN-based systems for granular material volume measurement. Grants & Advising: While specific grants aren't listed, his active publication record suggests ongoing research projects. No student advisees are explicitly mentioned. Labs/Teams: Collaborates on interdisciplinary teams applying algebraic geometry to sensor technology and data modeling.

• Algebraic Geometry
• Commutative Algebra
• Computational Geometry
• +3 more

Matteo Varbaro is a Full Professor at the Department of Mathematics (DIMA) of the University of Genova. His research focuses on Commutative Algebra and its interactions with Algebraic Geometry, Combinatorics, Topology, and Representation Theory. Teaching: Algebra 3, Commutative Algebra 2, Higher Algebra, Linear Algebra and Numerical Analysis. Contacts: matteo.varbaro@unige.it , +39 010 353 6943, Office 943, DIMA, University of Genova. His recent publications address topics like Gröbner deformations, determinantal facet ideals, singularities, Hilbert functions, and F-singularities. Collaborators include Winfried Bruns, Aldo Conca, and Anurag K. Singh. He coordinates the PhD program in Mathematics and Applications at the University of Genova and contributes to outreach initiatives like Möbiustrip, a mathematical board game for students.

• Commutative Algebra
• Algebraic Geometry
• Combinatorics
• +2 more

Paola Bonacini is an Associate Professor in Geometry at the Department of Mathematics and Computer Science, University of Catania, since June 2021. She teaches Linear Algebra and Geometry for undergraduate engineering programs, including Electronics Engineering and Industrial Engineering. Research Interests: Focus on Discrete Mathematics (Design Theory, Voloshin colorings, Blocking Sets) and Algebraic Geometry (Lifting Problems in Codimension 2, Zero-dimensional Schemes in P1 × P1, Hilbert Functions). Scientific Awards: None explicitly mentioned. Collaborations: Active in the MATITA project and tutoring/academic orientation initiatives at the University of Catania. Publications: Over 15 recent works in journals like Discrete Mathematics , Mathematics , and Applied Mathematical Sciences , emphasizing Design Theory and Algebraic Geometry. Notable trends include equitable colorings, balancing/blocking sets for hypergraphs, and minimal free resolutions of zero-dimensional schemes. Contact: Office hours on Mondays and Fridays from 15:00–16:00 (or by appointment via Microsoft Teams). Office: Studio 41, III blocco, Viale A. Doria, 6, Catania.

• Discrete Mathematics
• Design Theory
• Algebraic Geometry
• +4 more

Marco D'Anna is a Full Professor of Algebra at the Department of Mathematics and Computer Science, University of Catania, where he has worked since 1997. His academic career includes significant institutional roles including Head of the Master's Degree Course in Mathematics (2012-2015, 2018-2020) and Vice-director of the Department of Mathematics and Computer Science (2015-16). Dr. D'Anna earned his Mathematics degree with honors (110/110) from the University of Rome 'La Sapienza' in 1991, completed his PhD there in 1996 with a thesis on 'Canonical module of reduced rings of dimension one and their associated semigroups,' and conducted research visits at Purdue University under Professor William J. Heinzer. His research focuses on Commutative Algebra, particularly numerical semigroups, good semigroups (including value semigroups of curve singularities), one-dimensional rings, and ideal theory. He has published 43 scientific papers and a monograph, and has been scientific organizer of multiple international meetings including INdAM workshops in Cortona and Rome. As an educator, Professor D'Anna teaches Algebra and Commutative Algebra courses for both undergraduate and graduate Mathematics programs. He has supervised numerous bachelor's and master's theses (with four winning the Anile Prize in 2009, 2012, 2016, and 2022), advised eight PhD students to successful completion, and currently mentors one PhD student. Premio di Laurea 'Angelo Marcello Anile' for student theses (2009, 2012, 2016, 2022) Socio corrispondente residente of Acccademia Gioenia di Catania (2022) Professor D'Anna serves as coordinator of the Laboratory in Commutative Algebra and Algebraic Geometry and has been Principal Investigator for the local research project 'Proprietà locali e globali di anelli e varietà algebriche' (PIACERI 2020-22), while also participating in the national PRIN 2020 project 'Squarefree Gröbner degenerations, special varieties and related topics.' Since 2015, he has organized the Algebra and Algebraic Geometry seminar series at the University of Catania.

• Commutative Algebra
• Numerical Semigroups
• Good Semigroups
• +6 more

Prof. Dr. Thomas Schmidt is an Associate Professor at the Department of Mathematics, University of Hamburg, within the Faculty of Mathematics, Computer Science and Natural Sciences. His academic journey includes a PhD in Mathematics from Heinrich Heine University Düsseldorf (2006) and a Habilitation in Mathematics from Friedrich-Alexander-Universität Erlangen-Nürnberg (2015). He specializes in advanced mathematical analysis with a focus on Calculus of Variations, Geometric Measure Theory, and Regularity Theory for Non-linear Partial Differential Equations. His research interests revolve around variational integrals, geometric regularity, and the interplay between convex duality and minimization problems. Notable contributions include studies on the regularity of mass-minimizing currents in Hilbert spaces and optimal Hölder exponents in Massari’s theorem. He has authored over 26 publications in top-tier journals, including Mathematische Annalen , Journal of Functional Analysis , and Calculus of Variations and Partial Differential Equations . Prof. Schmidt’s work often addresses challenges in BV functions, obstacle problems, and the theoretical foundations of perimeter functionals. His recent articles (2023–2025) explore Morrey-Hölder terms, isoperimetric conditions, and existence theories for measure data. He actively participates in conferences and seminars, such as the Trends in Analysis 2023 conference and workshops on Geometric Measure Theory.

• Calculus of Variations
• Geometric Measure Theory
• Non-linear Partial Differential Equations
• +1 more

Elisabetta Tornatore is an Associate Professor in Mathematics and Computer Science at the University of Palermo. She teaches courses such as Mathematical Analysis, Nonlinear Analysis, and Differential and Integral Calculus of Several Variables across multiple departments including Environmental Engineering, Civil Engineering, and Building Engineering. Office hours: Tuesdays 12:00-13:00 Contact: elisa.tornatore@unipa.it Research Interests: Her work focuses on mathematical analysis, particularly in nonlinear and functional analysis, with applications to engineering and physical sciences. She specializes in multivariable calculus, differential equations, and mathematical modeling. Publication Trends: Recent articles show expertise in nonlinear analysis, functional analysis, and multivariable calculus, applied to fields like environmental engineering, civil engineering, and physical sciences. Teaching Portfolio: Courses span foundational calculus for engineering students to advanced nonlinear analysis topics, reflecting her dual expertise in mathematics and interdisciplinary applications.

• Mathematical Analysis
• Nonlinear Analysis
• Functional Analysis
• +2 more

Massimiliano Aschi is a Full Professor in the Department of Chemistry, Materials and Chemical Engineering at the University of L'Aquila, Italy. His academic focus lies in scientific-disciplinary sector CHIM/03 - General and inorganic chemistry, with expertise spanning computational chemistry, molecular dynamics, and quantum chemical simulations. Professor Aschi's research interests center on the application and implementation of algorithms for numerical simulation of atomic-molecular systems for modeling chemical observables (thermodynamic, kinetic and spectroscopic). His work bridges theoretical chemistry with practical applications in areas such as: Computational spectroscopy and vibrational analysis Molecular dynamics simulations of complex systems Statistical mechanics applications to chemical thermodynamics and kinetics Quantum mechanical modeling of chemical systems Liposome and membrane biophysics Chiral molecule analysis and spectroscopy His recent publication trends show a strong focus on computational approaches to understand molecular behavior in various environments. He has published extensively on statistical mechanics applications, vibrational spectroscopy, and the behavior of molecules in liposomal and nanostructured environments. His work often combines experimental validation with sophisticated computational models, particularly in the areas of chiral recognition, membrane interactions, and quantum dynamics of chemical systems. The research demonstrates a consistent integration of computational methods with experimental chemistry across multiple subdisciplines from pharmaceutical applications to environmental remediation.

• Computational Chemistry
• Molecular Dynamics
• Quantum Chemistry
• +5 more

Gianluigi Pillonetto is an Assistant Professor at the Department of Information Engineering , University of Padova , where he has been employed since 2005. His academic career focuses on system identification, stochastic systems, and nonparametric regularization techniques. Born: January 21, 1975 in Montebelluna, Italy Education: Doctoral degree (1998) and PhD (2002) in Computer Science/Engineering Research roles: Visiting scholar (2000), Visiting scientist (2002), Research Associate (2002-2005) His research spans system identification, stochastic processes, and deconvolution problems, with a particular emphasis on Bayesian methods and kernel-based regularization. He has contributed to areas like distributed Gaussian regression, sparse system identification, and nonlinear stochastic modeling in physiological systems. Recent publications (2016-2021) examine Gaussian regression techniques for distributed systems, entropy-based kernel design, and nonlinear stochastic deconvolution. These works incorporate machine learning principles into control theory, focusing on applications in wireless communications, robotics, and biomedical engineering.

• System Identification
• Stochastic Systems
• Deconvolution Problems
• +3 more