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M. Anwar HasanView profile

Professor

• Cryptography
• Computer Security
• Embedded Systems
• +4 more

M. Anwar Hasan is a Professor in the Department of Electrical and Computer Engineering at the University of Waterloo, where he has been a faculty member since January 1993. He was promoted to Associate Professor with tenure in 1998 and to full Professor in 2002. At Waterloo, he is also a member of the Centre for Applied Cryptographic Research, the Center for Wireless Communications, and the VLSI Research group. He previously spent 1992 as a post-doctoral fellow at the University of Victoria. Dr. Hasan received his B.Sc. and M.Sc. degrees in electrical and electronic engineering and computer engineering, respectively, from the Bangladesh University of Engineering and Technology in 1986 and 1988. He earned his Ph.D. in electrical engineering from the University of Victoria in 1992. His research focuses on cryptographic computations and embedded systems, dependable and secure computing, computer and network security, and computer arithmetic and architecture. His work has particularly emphasized efficient implementations of cryptographic algorithms, especially elliptic curve cryptography, with attention to side-channel attack resistance and fault tolerance. He has made significant contributions to finite field arithmetic, which forms the mathematical foundation for many cryptographic systems. Dr. Hasan's recent publications demonstrate continued leadership in cryptography, with work spanning traditional cryptographic implementations, post-quantum cryptography (particularly isogeny-based approaches), blockchain applications, secure multi-party computation, and hardware optimization for cryptographic operations. His research maintains a strong focus on both theoretical foundations and practical implementations. Raihan Memorial Gold Medal President's Research Scholarship (awarded four times at University of Victoria) Faculty of Engineering Distinguished Performance Award (2000) Outstanding Performance Award (2004) As a member of the Centre for Applied Cryptographic Research, Dr. Hasan has led numerous research projects in cryptographic hardware and software implementations. He served as an associate editor of the IEEE Transactions on Computers from 2000 to 2004 and has been involved in program and executive committees for several conferences. His research has been supported by various grants that have enabled him to supervise numerous graduate students and postdoctoral fellows, though specific grant details are not provided in the source material. Dr. Hasan's laboratory work has focused on implementing efficient and secure cryptographic systems, particularly examining side-channel attacks and developing countermeasures. His research team has produced numerous technical reports through the Centre for Applied Cryptographic Research (CACR) at Waterloo, demonstrating a sustained research program in cryptographic engineering.

Antonio LeiView profile

Professor

• Number Theory
• Algebraic Number Theory
• Iwasawa Theory
• +4 more

Antonio Lei is a Professor in the Department of Mathematics and Statistics at the University of Ottawa, where he has been a faculty member since 2022. Previously, he was a faculty member at Laval University from 2014 to 2022, and completed postdoctoral research at McGill University (2011-2014) under Professor Henri Darmon and at Monash University (2010-2011) under Dr. Daniel Delbourgo. He received his PhD from the University of Cambridge in 2010 under the supervision of Professor Tony Scholl. Lei's research focuses on Algebraic Number Theory , with particular emphasis on Iwasawa Theory , which studies the behavior of mathematical objects over a series of algebraic domains. His work intersects with Arithmetic Geometry , Non-Archimedean Analysis , and the theory of Elliptic Curves and Modular Forms . He investigates how points on elliptic curves behave when coordinates are allowed to involve increasingly complex roots, using powerful tools like p-adic Hodge Theory to translate complex problems into explicit linear algebra calculations. His research often centers on supersingular cases and anticyclotomic extensions, where traditional methods face significant challenges. His extensive publication record shows a strong progression from foundational work on p-adic L-functions and Selmer groups to more sophisticated applications involving isogeny graphs, zeta functions, and the interplay between different mathematical structures. Recent work demonstrates increasing focus on computational aspects and connections to graph theory through isogeny graphs. Lei serves as an Editor-in-Chief of the Canadian Mathematical Bulletin alongside Javad Mashreghi, and is a member of the editorial boards of Annales mathématiques du Québec and the Ramanujan Journal . He has organized numerous conferences and seminars, including the Carleton-Ottawa Number Theory Seminars and sessions at the Canadian Mathematical Society meetings. He actively supervises graduate students and postdoctoral researchers in the Department of Mathematics and Statistics at the University of Ottawa, and encourages potential students to contact him regarding summer internships, master's, PhD, or postdoctoral opportunities.

Alireza GhafarollahiView profile

Researcher

• Computational Materials Science
• Materials Mechanics
• Crystal Defects
• +3 more

Dr. Alireza Ghafarollahi is a Researcher in the Computational Materials Design Department at the Max Planck Institute for Iron Research (MPIE) in Germany, where he collaborates with Prof. Erik Bitzek. Previously, he completed his doctoral studies in Mechanics at the École Polytechnique Fédérale de Lausanne (EPFL), Switzerland, under Prof. William Curtin in the Laboratory for Multiscale Mechanics Modeling. He holds a Master's degree in Civil Engineering from Sharif University of Technology and a Bachelor's degree in Civil Engineering from Amirkabir University of Technology, earned in 2008 and 2012, respectively. His research focuses on understanding atomistic mechanisms governing deformation and failure in crystalline materials, particularly the effects of crystal defects like vacancies, dislocations, cracks, and solutes on mechanical performance. He employs atomistic simulations (Molecular Dynamics, Monte Carlo) and integrates Machine Learning to accelerate materials design processes. His work bridges quantum-level material properties with macro-scale mechanical strength predictions, addressing multi-scale challenges in BCC alloy systems. Key publication areas include dislocation dynamics in dilute and high-entropy BCC alloys, solute-dislocation interactions, and wave scattering in functionally graded materials. These studies highlight his expertise in both traditional computational methods and emerging AI-driven approaches to materials science. Alireza Ghafarollahi has no listed scientific awards. His advising and grant activities are not explicitly mentioned, focusing primarily on postdoctoral research collaborations. He is affiliated with labs including the Computational Materials Design Department (MPIE) and the Laboratory for Multiscale Mechanics Modeling (EPFL).

Wei HoView profile

Professor

• Algebraic Geometry
• Number Theory
• Arithmetic Geometry
• +4 more

Wei Ho is a Professor of Mathematics at the University of Michigan (on leave) and holds affiliations at the Institute for Advanced Study (IAS) and Princeton University. Her research focuses on number theory, algebraic geometry, and their intersections with invariant theory, dynamics, and combinatorics. She earned her M.A. from Harvard University (2003) and Ph.D. from Princeton University (2009). Her work bridges arithmetic geometry and algebraic structures, including studies on elliptic curves, Brauer groups, and moduli spaces. Notably, she co-organized events like the 2025 Emmy Noether Lecture Series (IAS) and contributed to editorial boards such as International Mathematics Research Notices . Recognitions include the 2017 Sloan Fellowship and 2023 AMS Fellowship. Ho actively collaborates in workshops and conferences, addressing topics like arithmetic statistics, rational points, and geometric methods in number theory. Her research often involves coregular spaces, Galois closures, and applications of algebraic geometry to solve classical problems in arithmetic.

• Arithmetic Geometry
• Shimura Varieties
• Modular Forms
• +4 more

Eyal Goren is a Professor in the Department of Mathematics and Statistics at McGill University, affiliated with the CICMA (Centre Interuniversitaire en Calcul Mathématique Algébrique) group. His research focuses on Arithmetic Geometry, including Shimura varieties, modular forms, complex multiplication, expander graphs, arithmetic dynamics, and mathematical cryptography. He has supervised numerous PhD, M.Sc., summer, and postdoctoral researchers, contributing significantly to the academic community. His work bridges pure mathematics and applications in cryptography, leveraging advanced algebraic and geometric techniques. Education details are not explicitly provided, but his career trajectory suggests advanced training in mathematics. His research interests are highlighted through affiliations like CRM Montreal and collaborative seminars on cohomology theories. Teaching includes advanced courses such as Higher Algebra, Algebraic Geometry, and Number Theory. Recent publications span topics like supersingular elliptic curves, quaternion algebras, and cryptographic applications. His work often intersects with modular forms and Shimura varieties, reflecting a deep engagement with foundational arithmetic geometry problems. Collaborations with institutions and researchers globally underscore his academic impact. Supervision of over 30 students and postdocs demonstrates his role in mentoring the next generation of mathematicians. His involvement in seminars and academic groups like CICMA indicates active participation in advancing mathematical research.

• Cryptography
• Internet of Things (IoT)
• Network Security
• +4 more

An Braeken is a Professor in the Department of Engineering Technology at Vrije Universiteit Brussel (VUB), Belgium. Their research focuses on cryptography, IoT security, blockchain technology, and post-quantum security protocols. They lead projects such as 'Evolution in Security and Privacy for 6G networks' and 'Tech4Health: Venturing into Future Health Technologies', emphasizing secure communication and resource management in next-generation networks. Research interests include authentication protocols, embedded systems security, and decentralized technologies. Key projects address 6G network slicing, secure edge computing, and blockchain applications in healthcare. Braeken has received the 2021 IACR RWC Cryptohackathon 2nd Prize for contributions to functional encryption. Collaborations span academia and industry, including work on Rust programming for embedded systems and acoustic authentication techniques. Over 240 publications and 46 research projects highlight their leadership in cybersecurity and IoT innovation.

Rakhim AitbayevView profile

Associate Professor

• Numerical Methods for Partial Differential Equations (PDEs)
• Interface Problems
• Orthogonal Spline Collocation Method
• +5 more

Rakhim Aitbayev is an Associate Professor of Mathematics at New Mexico Institute of Mining and Technology. His research focuses on numerical methods for solving partial differential equations (PDEs), particularly in interface problems, orthogonal spline collocation, iterative methods, and domain decomposition techniques. Research Interests: Numerical methods for interface boundary value problems Orthogonal spline collocation and multigrid methods Iterative solvers for large linear/nonlinear systems Applications to nonlinear elliptic and non-self-adjoint PDEs Finite element and Galerkin schemes Teaching: He has taught courses ranging from Calculus and Linear Algebra to advanced numerical methods, including Computational Fluid Dynamics, PDEs, and COMSOL modeling.

Adam CoffmanView profile

Professor

• Geometry
• Topology
• Complex Analysis
• +4 more

Adam Coffman is a Professor of Mathematics at the Department of Mathematical Sciences , Purdue University Fort Wayne, within the College of Science . His research focuses on geometry, topology, complex analysis, and partial differential equations, with an emphasis on the interplay between topology and complex analysis in studying geometric properties of real objects embedded in complex spaces. He has organized major conferences like the Midwestern Workshop on Asymptotic Analysis and contributed to NSF-funded research (e.g., grant DMS-1650319). His work spans theoretical contributions to CR singularities, nonlinear PDEs, and geometric structures, alongside applications in mathematical physics and algebraic geometry. Education & Roles: Long-term faculty member at Purdue Fort Wayne, previously at IPFW. Served as Acting Chair of the Department (2016-2018). Teaching: Taught courses ranging from Calculus to graduate-level Complex Analysis, emphasizing both traditional and online modalities. Research Interests: Geometric analysis, singularities in real/complex manifolds, pseudoholomorphic curves, and applications of topology to differential equations. Grants & Leadership: Principal Investigator on NSF grant DMS-1650319, organizer of international conferences, and editorial contributor to academic publications. Outreach: Active in math competitions (e.g., Indiana College Mathematics Competition) and public lectures on topics like energy minimization and mathematical modeling. He maintains an active presence in academic networks (Mastodon, ORCID) and contributes to open-access resources like his departmental website and graphics gallery.

Philip BrownView profile

Associate Professor

• Complex Analysis
• Conformal Mapping
• Quasi-Conformal Mapping
• +3 more

Philip Brown is an Associate Professor and Interim Department Head of Foundational Sciences at Texas A&M University at Galveston, directing the Math Lab. He holds a Ph.D. in Mathematics from Texas A&M University (2000), and degrees from the University of Witwatersrand, Johannesburg (M.S. 1992; B.S. 1990). His expertise spans Complex Analysis, Conformal Mapping, and Special Functions, with a focus on geometric function theory and algebraic structures. Brown teaches Algebra, Trigonometry, Calculus, and Differential Equations, and is active in mathematical societies like the South African Mathematical Society and Tex Users Group. His research explores conformal mappings in gear-shaped domains, octonion rings, and numerical approximations of fundamental constants. Notable works include Detecting Square Numbers (2021) and Idempotent and Nilpotent Elements in Octonion Rings (2024). He authored Foundations of Mathematics: Algebra, Geometry, Trigonometry & Calculus (2016). Brown emphasizes student confidence and accessibility in his teaching philosophy. His publications consistently address advanced topics in complex analysis and applied mathematics, blending theoretical insights with numerical methods. Professional service includes roles in academic leadership and curriculum development. Though no explicit awards are listed, his extensive publication record reflects sustained scholarly contribution.

• Calculus of Variations
• Nonlinear Analysis
• Partial Differential Equations
• +3 more

Giovanni Pisante is an Associate Professor at the Department of Mathematics and Physics (Università degli Studi della Campania 'Luigi Vanvitelli'). His research focuses on Calculus of Variations, Nonlinear Analysis, and Partial Differential Equations, with emphasis on regularity theory, optimal design problems, and free boundary phenomena. He has contributed to studies involving anisotropic functionals, geometric inequalities, and stability of functional inequalities. Education: Advanced degrees in Mathematics, likely from prestigious Italian institutions (not explicitly stated). His work bridges analytical techniques with geometric problems, addressing topics like degenerate elliptic equations, elasticity theory, and convex geometry. Recent publications explore multiphase optimal design and epsilon-regularity in anisotropic settings. He has participated in conferences on Nonlinear Analysis, PDEs, and Variational Problems, including roles as speaker and organizer of events such as 'START for Analysis' and workshops on L∞ constrained variational problems. No scientific awards are explicitly listed, though his active publication record and conference involvement suggest sustained research engagement. He advises no listed students but collaborates with researchers like N. Fusco, M. Barchiesi, and L. Esposito. His work has implications for both theoretical mathematics and applied fields like material science.

• Differential Geometry
• Complex Geometry
• Lie Groups
• +3 more

Alberto Dolcetti is an Associate Professor in the Department of Mathematics and Computer Science at the University of Florence. His work bridges differential geometry, complex geometry, and algebraic geometry, with a focus on Lie groups, matrix analysis, and geometric structures. He has contributed significantly to the study of Riemannian properties of matrix manifolds and the differential properties of algebraic varieties. Research interests span: Geometry of Lie groups and matrix manifolds Bi-invariant metrics and isometry groups Algebraic structures in geometric contexts Arithmetically Gorenstein subschemes and Fano varieties His recent work explores generalized principal logarithms, SVD-closed subgroups, and elliptic isometries on definite positive matrices. Earlier contributions include classifications of Gorenstein divisors and Cohen-Macaulay surfaces. Despite prolific publication since the 1980s, no scientific awards are explicitly mentioned. No advising or grant information is available in the provided texts. He is actively involved in the academic community through research and possibly teaching at the University of Florence.

• Geometric Measure Theory
• Geometric Analysis
• Functional Inequalities
• +3 more

Ivan Yuri Violo is a post-doctoral researcher at the Department of Mathematics of the University of Pisa, Italy. His research focuses on geometric measure theory, geometric analysis, functional inequalities, and metric spaces with curvature bounds. He holds a PhD in Mathematical Sciences from an unspecified institution (PhD thesis: Functional and geometric rigidities of RCD spaces and bi-Lipschitz Reifenberg's theorem in metric spaces , 2021). His work explores stability of Sobolev inequalities on Riemannian manifolds, topological regularity of isoperimetric sets, and the interplay between Ricci curvature bounds and geometric properties in non-smooth settings. He has contributed to understanding p-Laplacian equations in RCD spaces, Carleson-type lemmas for uniform rectifiability, and nodal domain theorems in non-smooth geometries. Violo's articles frequently intersect with geometric analysis, partial differential equations, and metric geometry, emphasizing applications to functional inequalities and curvature constraints. He maintains a homepage with further details and is reachable at ivan.violo@sns.it .

• Calculus of Variations
• Partial Differential Equations
• Geometric Analysis
• +3 more

Luca Esposito is an Associate Professor at the University of Salerno, specializing in advanced mathematical analysis with a focus on calculus of variations, partial differential equations, and geometric analysis. His research explores topics such as quasiconvex energies, regularity theory, optimal design problems, and free boundary phenomena. He has contributed to groundbreaking work on Poincaré-Sobolev inequalities and spectral geometry, often collaborating with leading researchers in the field. Esposito has presented his findings at workshops like the 2016 'Workshop on Calculus of Variations and Nonlinear PDEs.' His work bridges theoretical mathematics with applications in material science and optimization, addressing challenges in anisotropic materials and nonlinear elliptic systems. Despite his extensive publication record, no awards or grants are explicitly mentioned in the provided text.

Carlos JS AlvesView profile

Associate Professor

• Applied Mathematics
• Numerical Analysis
• Inverse Problems
• +4 more

Carlos JS Alves is an Associate Professor at the Department of Mathematics, Instituto Superior Técnico, University of Lisbon. His research focuses on Applied Mathematics, Numerical Analysis, and Inverse Problems, with expertise in Meshless Methods and Wave Scattering. He has held academic positions since 1996, including roles as Head of the Department of Mathematics at IST (2005–2006). He earned his PhD from École Polytechnique (France) in 1995 and has been recognized with awards such as the 1st Prize in the UTL/Santander-Totta Scientific Awards (2009). Alves has supervised numerous PhD and MSc students, including Svilen Valtchev, Pedro Antunes, and Nuno Martins. His academic contributions include editorial roles in journals like Computers, Materials & Continua and co-editing books on Meshfree Techniques and Optimization in Medicine. His work spans projects funded by FCT and international collaborations, addressing inverse problems, numerical methods, and computational fluid dynamics. Key research interests include the Method of Fundamental Solutions (MFS), inverse source problems, and boundary integral equations. His publications explore applications in acoustics, elasticity, and wave propagation, with over 30 peer-reviewed articles in journals like Inverse Problems and SIAM Journal on Control and Optimization .

• Mathematical Analysis
• Partial Differential Equations
• Functional Analysis
• +4 more

Sergio Polidoro is a Full Professor at the University of Modena and Reggio Emilia (UNIMORE), affiliated with the Department of Physical, Computer and Mathematical Sciences. His academic role includes teaching advanced courses such as Mathematical Analysis, Probability Theory, Functional Analysis, and Fourier Analysis. He holds a primary appointment in the field of Mathematical Analysis with a focus on Partial Differential Equations (PDEs). His research interests span degenerate PDEs, hypoelliptic operators, Harnack inequalities, and applications in stochastic processes and financial mathematics. Polidoro's work bridges pure and applied mathematics, addressing problems in physics, finance, and engineering through advanced analytical techniques. Polidoro teaches courses like 'Mathematics for Electronic Engineering', 'Advanced Analysis', and 'Theory of Functions', emphasizing rigorous theoretical foundations and practical applications. His recent publications (2021–2025) explore topics such as fractional kinetic operators, Kolmogorov-Fokker-Planck equations, and synchronization models using PDE frameworks. He actively contributes to the mathematical community through conference organization and editorial roles. Notably absent from the data are specific student advisees or formal awards, though his prolific publication record and teaching roles indicate significant academic impact. His work often intersects with stochastic analysis, geometric methods in PDEs, and financial modeling, reflecting interdisciplinary engagement.