جستجوی استاد راهنمای دانشگاهی

Pavel Panchekhaمشاهده پروفایل

استادیار

• Programming Languages
• Program Synthesis
• Verification
• +۴ مورد دیگر

Pavel Panchekha is an Assistant Professor in the School of Computing at the University of Utah, where he holds the Warnock Chair for Junior Faculty. His research spans programming languages, web browsers, and numerical analysis, with a focus on developing programming language techniques to address challenges across computer science. Dr. Panchekha received his educational training at prestigious institutions: PhD in Computer Science from the Paul G. Allen School for Computer Science and Engineering at the University of Washington, advised by Michael D. Ernst and Zachary Tatlock BS in Mathematics from MIT Panchekha's research program has two major thrusts. First, he works on web browser internals , with projects including fuzzing layout invalidation, multi-tenant garbage collection, and optimizing 2D graphics. He is also authoring a textbook on web browsers that informs much of this research. Second, he focuses on automatic numerical analysis , with projects such as automatic accuracy improvement, synthesis via term rewriting, scalable static accuracy analysis, and math library implementation. He leads the FPBench and Herbie projects, which are major deployments of his research. His scholarly output demonstrates consistent contributions across programming languages, verification, and numerical methods. Recent work shows a growing emphasis on bidirectional typing systems, layout invalidation in browsers, and robust floating-point error analysis. His publications reveal a trajectory from foundational work on floating-point accuracy (notably the Herbie tool that won a Distinguished Paper Award at PLDI 2015) toward more comprehensive systems for program synthesis, verification, and browser optimization. Panchekha has received significant recognition for his research contributions: NSF Fellowship ARCS Foundation Fellowship Adobe Research Fellowship Wissner-Slivka Foundation Fellowship 2015 PLDI Distinguished Paper Award for work on the Herbie numerical analysis and repair tool As an advisor, Panchekha mentors a substantial group of students across multiple levels. He currently advises six students: Marisa Kirisame (PhD), Bhargav Kulkarni (PhD), Yumeng He (PhD), Artem Yadrov (MS), Jesus Ponce (BS), and Jonas Regehr (BS). Previously, he has advised over twenty students including PhD candidates like Ian Briggs and numerous MS and BS students. His advising spans theoretical topics in programming languages and practical applications in web browsers and numerical computing. Panchekha leads research groups focused on programming languages applications to web browsers and numerical analysis. His work on the Herbie tool for floating-point accuracy improvement has become influential in the programming languages community, and his more recent work on browser internals is shaping how researchers understand and optimize modern web rendering engines. He is currently developing a textbook on web browsers that aims to synthesize knowledge about browser architecture and implementation.

• Geometric Analysis
• Partial Differential Equations
• Geometric Flows
• +۳ مورد دیگر

Panagiotis Gianniotis is an Assistant Professor at the Department of Mathematics of the National and Kapodistrian University of Athens. His research focuses on Geometric Analysis, particularly the application of Partial Differential Equations to problems in Geometry, with an emphasis on geometric flows such as the Ricci flow and mean curvature flow. His work explores singularity formation, curvature control, and the evolution of geometric structures under these flows. He has organized the Workshop in Geometric Analysis in Athens (12-13 September 2025), reflecting his active role in advancing research collaborations in this field. While no academic awards are explicitly mentioned, his prolific publication record in top-tier geometric analysis topics underscores his scholarly contribution. His research interests span across geometric flows (Ricci flow, mean curvature flow), curvature estimates, singular set analysis, and boundary value problems in geometric evolution equations. Recent work includes studies on Hilbert functionals, splitting maps in Ricci flows, and gradient flows of isometric structures.

Dimitrios Betsakosمشاهده پروفایل

استاد

• Complex Analysis
• Dynamic Theory
• Geometric Function Theory
• +۲ مورد دیگر

Dimitrios Betsakos is a Professor at the Department of Mathematics , Aristotle University of Thessaloniki , Greece. His academic journey began with a degree in Mathematics (1990) from Aristotle University, followed by a PhD in Mathematics (1996) from Washington University in St. Louis. He has held various academic positions, including Postdoctoral Fellow at the University of Helsinki (1998-1999), Visiting Assistant Professor roles at Aristotle University and the University of Crete (1999-2002), and progressively advanced to Assistant, Associate, and Full Professor at Aristotle University (2002-). His research focuses on Complex Analysis , Dynamic Theory , and Geometric Function Theory , exploring topics like harmonic measure, symmetrization, and hyperbolic geometry. His work connects analysis with probability, particularly through Brownian motion and Markov processes. The 15 most recent publications (2004-2021) span geometric versions of Schwarz’s lemma, harmonic measure, hyperbolic metrics, and condenser capacity. These studies often involve collaborations and address extremal problems, inequalities, and applications of complex analysis to differential equations. He has supervised numerous doctoral and postgraduate students, including Kelgiannis Georgios , Tsantaris Athanasios , and Sachpazis Stylianos , guiding research on topics like holomorphic functions, geometric transformations, and hyperbolic metrics. His teaching includes courses on Real Analysis and Complex Analysis. Current research projects include geometric versions of Schwarz’s lemma under hyperbolic metrics and capacity estimation problems, reflecting his long-term engagement with conformal invariants and analytic number theory.

• Poisson Geometry and Symplectic Geometry
• Integral Systems
• Lie Algebroids and Lie Groupoids
• +۱ مورد دیگر

Petalidou Fani serves as Assistant Professor in the Department of Mathematics at the Faculty of Sciences, Aristotle University of Thessaloniki since July 2015, following her appointment as Lecturer at the same institution from 2012-2015. Her academic career includes significant international experience as Postdoctoral Researcher at Institut de Mathématiques de Jussieu (1998-2000) and Centro de Matemática de Universidade de Coimbra (2000-2001), along with teaching positions at University of Peloponnese, University of Cyprus, and University of Macedonia. Her educational qualifications include: Ph.D. in Mathematics from Institut de Mathématiques de Jussieu, Université Pierre et Marie Curie – Paris VI (1998) M.Sc. in Mathematics from Université Paris Sud, Orsay (1992) B.Sc. in Mathematics from Aristotle University of Thessaloniki (1988) Dr. Petalidou specializes in advanced geometric structures with applications in mathematical physics, focusing on Poisson and Symplectic Geometry, Integral Systems, Lie Algebroids/Groupoids, and Courant Algebroids/Dirac Structures. Her research explores the differential geometric foundations of mechanical systems and integrability, particularly through bihamiltonian structures and twisted geometries. She employs sophisticated techniques from global analysis and Lie theory to investigate quantization problems and structural properties of non-standard geometric manifolds. Her publication record (2000-2012) reveals a consistent trajectory in geometric mathematical physics, with increasing sophistication in handling twisted structures and integration problems. The works demonstrate progressive deepening from symplectization of bihamiltonian systems to Casimir-preserving Poisson brackets, reflecting evolving expertise in manipulating complex geometric constraints while maintaining physical relevance for mechanical systems.

Kappos Efthimiosمشاهده پروفایل

دانشیار

• Dynamical Systems
• Control Theory
• Differential Geometry
• +۳ مورد دیگر

Assoc. Prof. Kappos Efthimios is affiliated with the School of Mathematics at Aristotle University of Thessaloniki, within the Faculty of Sciences. His academic journey includes roles at Northeastern University, City University London, and the University of Sheffield before joining AUTh in 2005. He holds a PhD in Mathematics from UC Berkeley (1986) and advanced degrees from MIT and Oxford. Education : MA (First Class Honours), University of Oxford, 1980 MS, Massachusetts Institute of Technology, 1983 MA, University of California, Berkeley, 1985 PhD, University of California, Berkeley, 1986 Research Interests focus on Geometric Control Theory , Bifurcation Analysis , and Differential Topology , with applications to power systems and mathematical biology. His work employs algebraic-topological methods to study global dynamics and stability. Advising & Grants : Supervised doctoral and postgraduate research projects (e.g., geometric control theory, Lyapunov-based control design). Coordinated a 2017 grant for the Postgraduate Mathematics Program at AUTh. Serves as ERASMUS Coordinator for incoming students. Teaching includes courses like Dynamical Systems , Algebraic Topology , and Classical Differential Geometry . Recent teaching roles span 2023–2025.

• Partial Differential Equations
• Mathematical Analysis
• Elliptic Equations
• +۳ مورد دیگر

Georgios Sakellaris is an Assistant Professor at the Department of Mathematics, Aristotle University of Thessaloniki (AUTh), where he has been since June 2022. His academic journey includes a PhD in Mathematics from the University of Chicago (2017), a Master's Degree in Mathematics (2013), and a Bachelor's Degree in Mathematics from the National and Kapodistrian University of Athens (2011). His research focuses on Partial Differential Equations , particularly boundary value problems, elliptic and parabolic equations, Green’s functions, and free boundary problems. He has held postdoctoral positions at the Universitat Autònoma de Barcelona (2017–2020 as a Marie Curie Fellow) and the Universitat de Barcelona (2021). His work emphasizes scale-invariant regularity estimates, Lipschitz domains, and singular coefficients. His recent publications explore topics like Neumann Green functions, thin one-phase free boundary problems, and fundamental solutions in non-divergence form. He has been recognized with the Marie Curie Fellowship (2017–2020). Sakellaris advises students in his role at AUTh and contributes to academic governance through his departmental involvement. His research aligns with broader themes in mathematical analysis and applied mathematics, with applications in theoretical and computational frameworks.

Nerantzaki Mariaمشاهده پروفایل

دانشیار

• Structural Engineering
• Computational Mechanics
• Plate Theory
• +۳ مورد دیگر

Nerantzaki Maria serves as an Associate Professor in the Department of Structural Engineering within the School of Civil Engineering at the National Technical University of Athens (NTUA). Her academic position is based at the Statics and Aseismic Research Laboratory, located at 9 Iroon Polytechniou, Zografou, 15772 Athens, Greece. Contact details include email majori@central.ntua.gr and phone +30 210 772 1643. Her research focuses on advanced structural mechanics with specialization in plate and membrane theory, viscoelasticity, and computational methods. Key interests include: Analysis of plates with variable thickness and inhomogeneous materials Application of fractional calculus in viscoelastic modeling Development of the Analog Equation Method (AEM) and Boundary Element Method (BEM) Nonlinear vibrations and dynamic response of structural elements Functionally graded materials and anisotropic structures Publication trends over two decades (1992-2025) reveal consistent expertise in computational structural mechanics. Her work predominantly addresses plate bending, vibrations, and membrane analysis using specialized numerical techniques. A significant portion involves fractional derivative models for viscoelastic materials (2010-2012), while earlier research (1996-2008) established foundations in variable-thickness plate analysis. The Analog Equation Method emerges as her signature contribution across 70% of publications. Scientific awards: No specific awards listed in source materials Academic advising and research grants show no documented students or funded projects in available materials. Her work appears primarily theoretical/methodological without explicit industry partnerships. Current research continues to advance plate theory with 2024-2025 publications indicating active investigation into variable-thickness structures. Laboratory affiliation is confirmed with NTUA's Statics and Aseismic Research Laboratory, though specific team structures or equipment details remain unspecified in source materials.

• Harmonic Analysis
• Incidence Geometry
• Geometric Measure Theory
• +۳ مورد دیگر

Marina Iliopoulou is a Professor of Mathematics at the Department of Mathematics, National and Kapodistrian University of Athens, Greece. Her research focuses on harmonic analysis, incidence geometry, geometric measure theory, and additive combinatorics. She has made significant contributions to understanding oscillatory integral operators, Kakeya-type problems, and inequalities in harmonic and functional analysis. Education: PhD in Mathematics from the University of Edinburgh (2013), thesis titled Discrete analogues of Kakeya problems . Research Highlights: Developed sharp estimates for oscillatory integral operators using polynomial partitioning, earning a Frontiers of Science Award (2018-22). Advanced studies on incidence geometry, including joints problems and multijoints over arbitrary fields. Contributed to Mizohata-Takeuchi-type inequalities and Riesz-Sobolev inequalities on Abelian groups. Recognition: Recipient of the Frontiers of Science Award for the paper Sharp estimates for oscillatory integral operators via polynomial partitioning . Advising & Grants: No listed advisees or grant details provided. Labs/Teams: No specific laboratories or collaborative teams explicitly mentioned in the provided information.

Dionissios T. Hristopulosمشاهده پروفایل

استاد

• Geostatistics
• Spatial Random Fields
• Spartan Spatial Random Fields
• +۱۵ مورد دیگر

Dionissios T. Hristopulos is a Professor and Head of the Geostatistics Laboratory at the School of Mineral Resources Engineering, Technical University of Crete, Greece. His research spans geostatistics, spatial random fields, environmental modeling, stochastic hydrology, and porous media mechanics. He has developed innovative Spartan Spatial Random Field (SSRF) models rooted in statistical physics, enabling efficient spatial interpolation and simulation. PhD in Physics, Princeton University (1991) MA in Physics, Princeton University (1988) Diploma in Electrical Engineering, National Technical University of Athens (1985) Hristopulos' research interests focus on the development and application of geostatistical methods in mineral resources, environmental monitoring, petroleum reservoirs, and GIS. He investigates spatial anisotropy, groundwater dynamics, earthquake return times, and the mechanical properties of heterogeneous materials. His work bridges statistical physics and geostatistics, particularly through SSRF models and renormalization group methods for upscaling transport properties in porous media. The most recent publications highlight his focus on geometric anisotropy detection in environmental data, non-parametric estimation methods, and applications of Spartan random fields in environmental time series and spatial data interpolation. His work increasingly integrates machine learning concepts with geostatistical modeling, especially for automatic mapping and ecological monitoring using remote sensing. Marie Curie success story (European Commission, 2010) for SPATSTAT project Hristopulos has secured research funding from national and EU programs, including the Marie Curie Transfer of Knowledge (SPATSTAT) and the INTAMAP STREP project. He has mentored several Master’s and PhD students, including Manos Varouchakis (PhD candidate on groundwater monitoring) and Manolis Petrakis (Master’s on anisotropy characterization). He collaborates with researchers in the US, France, Slovakia, and the UK. He serves on the editorial board of Stochastic Environmental Research and Risk Assessment and has contributed software tools for anisotropy detection in MATLAB and R. His research group, the Geostatistics Laboratory at TUC, focuses on machine learning and geostatistics, developing computational tools for environmental data analysis, spatial interpolation, and simulation. The lab emphasizes practical applications in hydrology, ecology, and mineral resources, supported by strong theoretical foundations in statistical physics and stochastic modeling.

Saroglou Christosمشاهده پروفایل

دانشیار

• Convex Geometry
• Functional Analysis
• Geometric Tomography
• +۴ مورد دیگر

Christos Saroglou is an Associate Professor in the Department of Mathematics at the University of Ioannina, Greece. His academic career includes prior roles as Assistant Professor (2018–2023), Visiting Assistant Professor at Texas A&M University, and postdoctoral positions at institutions including Kent State University and Tel Aviv University. He holds a Ph.D. in Mathematics from the University of Crete (2011), with a thesis on problems related to convex bodies. His research focuses on Convex and Affine Geometry, Isoperimetric Inequalities, Geometric Tomography, and Functional Analysis. Education: Ph.D. (2011) and M.Sc. (2005) from University of Crete; B.Sc. (2003) from Aristotle University of Thessaloniki. Key Research Areas: Convex Geometry, Functional Analysis, Geometric Probability, and Asymptotic Geometric Analysis. Recent Work: Contributions to the Lp-Minkowski problem, log-Brunn-Minkowski conjecture, and geometric inequalities involving Wulff shapes and projection bodies. His publications address topics such as symmetrization operators, convex body properties, and geometric inequalities. He actively participates in international conferences and collaborates with global researchers. Current advisees include Konstantinos Patsalos (PhD) and Lampros Athanassopoulos (MSc). His work bridges theoretical insights with applications in geometric functional analysis and convex geometry.

Bakas Odysseasمشاهده پروفایل

استادیار

• Euclidean Harmonic Analysis
• Classical and Abstract Fourier Analysis
• Harmonic Analysis
• +۳ مورد دیگر

Bakas Odysseas is an Assistant Professor in the Department of Mathematics at the University of Patras, specializing in Pure Mathematics. His research focuses on Euclidean Harmonic Analysis and Classical/Abstract Fourier Analysis. He holds a Ph.D. from the University of Edinburgh (2017), an M.Sc. in Applied Mathematical Sciences from NTUA (2013), and a B.Sc. in Electrical and Computer Engineering from NTUA (2011). He teaches undergraduate courses including Real Analysis I, Real Analysis II, and Complex Analysis II. His recent publications (19 since 2019) emphasize harmonic analysis, functional analysis, and operator theory. Key contributions include work on Hardy-Orlicz spaces, multipliers, and singular integrals. He collaborates widely, with 15 co-authors and 11 joint publications. His office is located at 340, 3rd Floor, Biology/Mathematics Building, accessible Wednesdays and Thursdays. Research trends highlight multi-parameter analysis, endpoint estimates, and applications to partial differential equations. No scientific awards are noted, but his work reflects significant contributions to theoretical mathematics.

Ilias Diakonikolasمشاهده پروفایل

استاد

• Robust Statistics
• Machine Learning Theory
• Algorithmic Game Theory
• +۲ مورد دیگر

Ilias Diakonikolas is the Sheldon B. Lubar Professor in the Department of Computer Sciences at UW-Madison, with affiliations in Statistics, the Wisconsin Institute for Discovery, and the Data Science Institute. He holds a Ph.D. from Columbia University and previously held positions at USC, University of Edinburgh, and UC Berkeley. Research examines: Tradeoffs between statistical efficiency, computational efficiency, and robustness in machine learning High-dimensional robust statistics and information-computation tradeoffs Foundations of deep learning and nonparametric estimation Publications establish fundamental limits for learning algorithms and develop efficient methods for distribution testing and robust estimation. Awards include Sloan and Romnes Fellowships, NSF CAREER Award, and Best Paper at NeurIPS 2019. Advises PhD students in theory of computing and machine learning, leading the Algorithmic High-Dimensional Robust Statistics research program. Organizes workshops on computational-statistical frontiers and authored the Cambridge University Press textbook on robust statistics.

Galanopoulos Petrosمشاهده پروفایل

دانشیار

• Complex Analysis
• Functional Analysis
• Harmonic Analysis
• +۳ مورد دیگر

Galanopoulos Petros is an Associate Professor in the Department of Mathematics at Aristotle University of Thessaloniki, specializing in Mathematical Analysis with emphasis on Complex Analysis, Functional Analysis, and Operator Theory. His academic career spans over two decades with significant contributions to the theory of spaces of analytic functions. His educational background includes undergraduate and doctoral studies in Mathematics at Aristotle University of Thessaloniki. His research focuses on composition operators, semigroups of operators, and various matrix operators in spaces of analytic functions. Professor Galanopoulos' publication record demonstrates consistent research output over two decades, with recent work focusing on integration operators, Cesàro-like operators, and properties of various function spaces. His research shows a clear trajectory from foundational work on Hausdorff matrices to more specialized investigations of operator properties in different function spaces. He has supervised multiple postgraduate students on topics including Bergman spaces, Dirichlet problems, Toeplitz operators, and Hardy spaces. His teaching responsibilities include advanced courses in Complex Analysis, Functional Analysis, and Fourier Analysis.

Maridakis Manousosمشاهده پروفایل

استادیار

• Global Analysis
• Analysis on Manifolds
• Differential Geometry
• +۲ مورد دیگر

Maridakis Manousos is an Assistant Professor at Aristotle University of Thessaloniki. He holds a PhD in Mathematics from Michigan State University (2014) and has held positions including Postdoctoral Researcher (Hill Assistant Professor) at Rutgers University (2014–2017). His research focuses on Global Analysis, Analysis on Manifolds, and Differential Geometry, with notable contributions to geometric analysis and nonlinear PDEs. Education: PhD in Mathematics, Michigan State University, 2014 Master of Advanced Study, Cambridge University, 2006 Master's degree in Mathematics, University of Crete, 2005 Bachelor's degree in Mathematics, University of Crete, 2003 Research Interests: His work bridges geometric analysis and mathematical physics, particularly Dirac operators, spin geometry, and applications of gradient inequalities in gauge theory. Recent studies include the Łojasiewicz–Simon gradient inequalities in Banach spaces and Yang–Mills energy functions. Publications: Highlights include foundational work on concentration principles for Dirac operators and collaborative studies on geometric flows, published in high-impact journals like Transactions of the AMS and Crelle’s Journal.

Georgios J. Psarrakosمشاهده پروفایل

دانشیار

• Actuarial Mathematics
• Risk Theory
• Stochastic Models
• +۴ مورد دیگر

Georgios J. Psarrakos is an Associate Professor at the Department of Statistics and Insurance Science, University of Piraeus, Greece. His academic journey includes a B.Sc. in Mathematics (1998, University of Athens), M.Sc. in Statistics and Operational Research (2002), and a Ph.D. in Actuarial Mathematics (2007) from the University of Piraeus. He has held positions at the University of Piraeus since 2010, progressing from Lecturer to his current role. Current Position: Associate Professor (2020–present) Assistant Professor (2015–2020) Lecturer (2010–2015) Research focuses on Actuarial Mathematics , Risk Theory , and Stochastic Models , with contributions to renewal theory, risk measures, and entropy-based methodologies. His work bridges theoretical probability and practical actuarial applications. Key publications explore topics like defective renewal equations , covariance identities , and actuarial risk measures . He has supervised 13 MSc theses and one ongoing PhD student (Vliora P.) in actuarial risk analysis. He holds editorial roles (e.g., Journal of Mathematics, 2021–2022 ) and reviews for journals in probability and actuarial science. Awards include I.K.Y. scholarships for his Ph.D. and postgraduate studies.