Find Academic Supervisors

Monica Jinwoo KangView profile

Assistant Professor

• Quantum Gravity
• Quantum Field Theory
• String Theory
• +7 more

Monica Jinwoo Kang is an Assistant Professor at Texas A&M University's Department of Physics and Astronomy, specializing in mathematical physics and quantum gravity. Her research bridges theoretical physics and mathematics through holography, operator algebras, and quantum error correction. Education: PhD in Physics (Harvard, 2019), Bachelor's in Mathematics and Physics (UC Berkeley, 2012), Korea Science Academy Her work focuses on non-perturbative aspects of quantum field theory and quantum gravity, particularly through entanglement structures, bulk reconstruction in AdS/CFT, and geometric engineering of SCFTs. She has developed novel operator-algebraic frameworks for understanding holography in infinite-dimensional Hilbert spaces and discovered isomorphic superconformal theories with identical central charges. Recent publications demonstrate her expertise in multiparty entanglement holography, generalized symmetry constraints on 4D SCFTs, and nonperturbative gravity corrections to bulk reconstruction, with implications for baby universe formalism and quantum error correction. Scientific Awards: AKPA Outstanding Young Researcher Award (2025), Sherman Fairchild Fellowship, Purcell Fellowship, J. D. Jackson Award She has organized international conferences on stringy geometry and quantum field theory, and contributed to pedagogical lectures at institutions like Universidad Complutense de Madrid and the Simons Center. Her interdisciplinary approach combines algebraic geometry, lattice gauge theory, and quantum information to address fundamental questions in gravity and field theory.

• Particle Physics
• Quantum Chromodynamics
• Lepton Flavor Physics
• +2 more

Lluis Ametller Congost is a faculty member at the Universitat Politècnica de Catalunya (UPC), affiliated with the School of Engineering of Barcelona Est (EEBE) under the Department of Physics. His research spans particle physics, quantum chromodynamics, and condensed matter physics, with a focus on lepton flavor phenomena, 2D material characterization, and theoretical models beyond the Standard Model. His recent work includes Optoelectronic characterization of graphene-based heterostructures (2023) Lepton flavor-changing Higgs decays in T-parity models (2017) QCD resonance analysis and low-energy data interpretation (2014) He has contributed to experimental and theoretical studies in high-energy physics and materials science, often collaborating with Pedro Talavera and Francisco del Aguila. Academic output includes 26 indexed journal articles, 6 competitive R+D+i projects, and 5 conference presentations. Email: lluis.ametller@upc.edu | ORCID: 0000-0002-2756-8216

John HardingView profile

Professor

• Quantum Logic
• Orthomodular Lattices
• Fuzzy Sets
• +4 more

John Harding is a Professor in the Department of Mathematical Sciences at New Mexico State University (NMSU). He has served as Department Head since 2019 and has held faculty roles at NMSU since 1996, progressing from Assistant Professor to Professor. His research bridges Quantum Logic , Orthomodular Lattices , and Category Theory , with a focus on the algebraic foundations of quantum mechanics. Education: Ph.D., M.Sc., and B.Sc. from McMaster University (advisor: G. Bruns) Key research areas: Quantum Logic, Fuzzy Sets, Lattice Theory, Theoretical Physics John's publications span logic, algebra, and quantum structures, including collaborations on Type-2 fuzzy sets and categorical quantum mechanics. Recent talks highlight topics like Quantum Set Cylindric Algebras and Logical Aspects of Quantum Structures . He has received notable awards, including the International Quantum Structures Association Research Award (2000) and the Arts and Sciences Outstanding Faculty Award (2007) . As Principal Investigator for the RTG Grant (2023-2028, $1.38M) and recipient of a US Army Grant (2021-2024, $347K) , he leads research on logic and quantum computing. Professional roles include President of the International Quantum Structures Association (2014-2016) and editorial board memberships.

Stéphanie Cupit-FoutouView profile

Professor

• Algebraic Geometry
• Symplectic Geometry
• Complex Geometry
• +4 more

Prof. Dr. Stéphanie Cupit-Foutou is a Professor in the Faculty of Mathematics at Ruhr-Universität Bochum. She leads the Cupit-Foutou Group, focusing on algebraic geometry, symplectic geometry, and representation theory. Her research emphasizes spherical varieties, Lie groups, and geometric invariant theory, with contributions to Kähler geometry and moment map structures. She collaborates with institutions like the Floer Center of Geometry and the CRC/TRR 181 (Symplectic Structures). Teaching includes courses on complex analysis (Funktionentheorie), Lie groups, and Kähler geometry. She advises PhD students such as Christian Karb and Tobias Waedt, whose work extends her research on non-Kähler manifolds and LVMB generalizations. Her affiliations include the SFB/TRR 191 research collaboration and regular participation in seminars on complex algebraic geometry and symplectic dynamics.

Peter SchuppView profile

Professor

• Mathematical Physics
• Theoretical Physics
• Classical and Quantum Gravity
• +7 more

Peter Schupp is a full Professor of Physics in the School of Science at Constructor University in Bremen, Germany, a position he has held since 2002. He previously served as visiting fellow and lecturer at Princeton University (1997-1999) and as assistant professor at the University of Munich (1994-1997, 1999-2002). His office is located in Research III, Room 65 on the Constructor campus. Education: PhD (Physics), University of California at Berkeley, 1990–1993 MSc (Physics), California Institute of Technology, 1989–1990 Vordiplom (Physics), University of Heidelberg, 1986–1989 Habilitation, University of Munich, 2001 Research Interests span a broad range of topics in mathematical and theoretical physics, including: Classical and quantum gravity Quantum field theory and string theory Generalized, graded and non-commutative geometry Coherent states, entropy and quantum information Non-geometric fluxes and nonassociative structures Cosmological data analysis (CMB anisotropy & non-Gaussianity) His publications reveal a steady focus on non-commutative and nonassociative extensions of geometry and gravity, as well as their implications for quantum field theory and cosmology. Recent work couples sophisticated algebraic techniques (graded Poisson algebras, Hopf algebras) to concrete physical problems such as CMB entropy measures and axion-gravity interactions. Scientific Awards & Fellowships : Heisenberg Fellowship, Deutsche Forschungsgemeinschaft (DFG), 2002 Studienstiftung des deutschen Volkes, 1986–1992 Max-Kade-Foundation Fellow, 1997–1998 Theodore S. Brown & Edith N. Brown Fellowship / Ephraim Weiss Scholarship, 1991–1992 Dora Garibaldi Scholarship, 1990–1991 Earl C. Anthony Fellowship, Caltech, 1989–1990 University Fellow, Renker GmbH & Co. KG, 1989–1991 International Physics Olympiad Silver Medal (Portorož 1985, 7th overall) International Physics Olympiad Bronze Medal (London 1986) Contact & Collaboration : Prof. Schupp welcomes inquiries at pschupp@constructor.university or by phone at +49 421 200-3224. While the text does not list specific PhD advisees, his long tenure and extensive publication record indicate active supervision of graduate researchers in theoretical and mathematical physics.

• High-Energy Physics - Theory
• Quantum Field Theory
• Conformal Field Theory
• +3 more

Dr. Monica Guica is a researcher specializing in High-Energy Physics - Theory , with a focus on deformed conformal field theories (CFTs) and integrable systems. Her work explores the implications of TT¯ and JT¯ deformations in two-dimensional quantum field theories (QFTs), connecting these to holography, black hole physics, and quantum gravity. Research Themes : Integrable deformations of CFTs, pseudo-conformal symmetries, and non-local structures in quantum field theory. Key Contributions : Rigorous formulations of deformed QFTs, analysis of symmetry structures in compactified theories, and insights into black hole operator reconstruction. Publications highlight her expertise in TT¯/JT¯ deformations , conformal symmetry breaking , and AdS/CFT correspondence . While no formal affiliations are listed in the provided data, her recurring presence in SciPost Physics indicates active academic engagement.

Matthias KellerView profile

Professor

• Graph Theory
• Spectral Theory
• Discrete Geometry
• +6 more

Prof. Dr. Matthias Keller is a leading researcher in discrete spectral theory and graph analysis, affiliated with the Institute of Mathematics at the University of Potsdam since 2015. His work bridges geometric properties of graphs with spectral theory, focusing on Dirichlet forms, Schrödinger operators, and functional inequalities. Key Collaborations : Daniel Lenz, Radoslaw Wojciechowski, Yehuda Pinchover Books Authored : Graphs and Discrete Dirichlet Spaces (Springer, 2021) His research explores non-positively curved graphs, stochastic completeness, and magnetic sparseness. Recent projects include optimal Hardy inequalities and spectral analysis of fractional Laplacians. Scientific Awards : Swiss Fellowship (2023) Golda Meir Fellowship (2012-2013) Klaus Murmann PhD Fellowship (2007-2010) He advises PhD and Master’s students such as Yannik Thomas , Matti Richter , and Philipp Bartmann , while maintaining active roles in DFG-funded projects and international workshops.

Yuri TschinkelView profile

Professor

• Algebraic Geometry
• Number Theory
• Rational Points
• +3 more

Yuri Tschinkel is a Professor of Mathematics at New York University (Courant Institute of Mathematical Sciences). He works at the intersection of Algebraic Geometry and Number Theory, focusing on rational points and rational curves on algebraic varieties. Education : Ph.D. in Mathematics (MIT, 1992), M.A. in Mathematics (Moscow State University, Russia, 1990). His research explores fundamental problems in arithmetic geometry, particularly studying rational curves on K3 surfaces, integral points on algebraic varieties, and connections between Galois theory and projective geometry. Current projects involve understanding the distribution of rational points and geometric structures in higher-dimensional varieties. The selected publications highlight his contributions to rational curves on K3 surfaces (2013), integral points on vector group compactifications (2012), and Galois-theoretic approaches to projective geometry (2013). These works emphasize the interplay between arithmetic and geometric methods in algebraic geometry. Professor Tschinkel's academic affiliation with NYU's Courant Institute of Mathematical Sciences positions him within a leading research center for pure and applied mathematics. His work continues to influence both theoretical developments and practical applications in number theory and algebraic geometry.

Christoph GellhausView profile

Professor

• Complex Analysis
• Symplectic Geometry
• Mathematical Physics
• +3 more

Christoph Gellhaus is a Professor of Mathematics at the Georg Agricola University of Applied Sciences, specifically within the School of Electrical and Information Technology and Industrial Engineering. His academic career spans both theoretical research and industrial application, with a focus on complex manifolds and symplectic geometry. He has also contributed to telecommunications software development at Siemens AG. Dr. Gellhaus' research interests include Complex Analysis, Symplectic Geometry, and Mathematical Physics, particularly the study of (almost-)complex manifolds and their applications. His publications reflect this, covering topics like Holomorphic Group Actions, DECT Protocols, and Hamiltonian Vector Fields. His recent work trends include interdisciplinary applications of mathematics in telecommunications and wireless communication protocols. Notable areas include DECT protocol design, network protocols, and interface specification. He is actively involved in teaching, covering subjects such as Higher Mathematics and Object-Oriented Programming in Java. His academic journey began with a diploma in Complex Analysis at Ruhr University Bochum, followed by a 1988 PhD in the theory of compact complex manifolds with holomorphic vector fields.

Mbekezeli NxumaloView profile

Senior Lecturer

• General Topology
• Point-Free Topology
• Categorical Topology
• +4 more

Mbekezeli Nxumalo is a Senior Lecturer in the Department of Mathematics at Rhodes University . He holds a PhD in Pure Mathematics from the University of South Africa, along with a BSc and MSc in Physics and Mathematics from the University of the Western Cape, where he graduated with distinction. Research Interests : General Topology Point-Free Topology (Locale and Frame Theory) Categorical Topology Topological Data Analysis Publications focus on advanced topological concepts, including remoteness, bilocales, compactifications, and separation axioms. His work bridges categorical frameworks with locale theory and sublocale structures, emphasizing convergence, compactness, and connectedness. Teaching Contributions : Calculus (MAM101) Introduction to Analysis (MAM202) Topology (MAT315) Category Theory (Honours level) Contact: m.nxumalo@ru.ac.za , Room 2 Maths Building, Rhodes University.

• Theoretical Physics
• String Theory
• Supersymmetry
• +2 more

Peter van Nieuwenhuizen is a Dutch theoretical physicist and Professor at Stony Brook University, renowned for his foundational role in the discovery of 4D N = 1 supergravity. He has served as Director of the C. N. Yang Institute for Theoretical Physics and is celebrated for deep contributions to string theory, supersymmetry, and quantum field theory. Education: Ph.D. in Physics & Mathematics, University of Utrecht (1971) – supervised by Nobel laureate Martinus Veltman Research Interests: Van Nieuwenhuizen’s work centers on the mathematical structure of fundamental interactions. His pioneering construction of supergravity—the supersymmetric extension of Einstein’s general relativity—unified spacetime geometry with fermionic symmetries, opening new avenues in quantum gravity and string compactifications. Subsequent investigations span anomaly cancellations in superstrings, dualities in higher-dimensional field theories, and the geometric underpinnings of supersymmetric sigma models. Scientific Awards & Honors: Dirac Medal, ICTP Trieste (1993) Dannie Heineman Prize for Mathematical Physics, APS (2006) Ettore Majorana Medal, EMFCSC Erice (2016) Special Breakthrough Prize in Fundamental Physics (2019, shared with Sergio Ferrara and Daniel Z. Freedman) Fellow, American Physical Society Corresponding Member, Royal Netherlands Academy of Arts and Sciences (1994) Corresponding Member, Austrian Academy of Sciences Knight in the Order of the Dutch Lion (2004) Honorary Professor, Technical University of Vienna (2005) Advising & Institutional Leadership: At Stony Brook’s C. N. Yang Institute for Theoretical Physics, van Nieuwenhuizen has mentored numerous doctoral students, including Horațiu Năstase and Shoucheng Zhang. From 1999 to 2002 he succeeded Nobel laureate C. N. Yang as Director of the Institute, providing scientific leadership and fostering an environment for cutting-edge research in quantum field theory and string theory. Laboratories & Collaborations: Long-term affiliations include research stays at CERN (Geneva), the University of Paris–Orsay, and Brandeis University, culminating in his permanent position at Stony Brook University where he continues to guide theoretical investigations into the fundamental fabric of the universe.

Michael R. DouglasView profile

Professor

• Theoretical Physics
• String Theory
• Machine Learning
• +6 more

Michael R. Douglas is a Professor at the Simons Center for Geometry and Physics at Stony Brook University . A renowned string theorist , he contributed to matrix models, noncommutative geometry, Dirichlet branes, and the statistical approach to string phenomenology. Previously, he was Professor of Physics and Director of the New High Energy Theory Center at Rutgers University before joining Stony Brook in 2008. Education : B.A. in Physics (Harvard, 1983), Ph.D. in Physics (Caltech, 1988) His research bridges theoretical physics and mathematics , focusing on string theory , quantum field theory , and Calabi-Yau manifolds . Recently, he has pioneered the application of machine learning and symbolic computation to solve complex mathematical and physical problems, such as computing Calabi-Yau metrics. His publications span string compactification , flux vacua , noncommutative geometry , and AI-driven scientific discovery . He explores the intersection of physics and computation , including AI models for economic simulations and mathematical data science. Scientific Awards : Sackler Prize in Physical Sciences Louis Michel Visiting Professor at IHES Clay Mathematical Institute Mathematical Emissary He is a Fellow of the American Mathematical Society and Member of the American Physical Society . Douglas has edited Journal of High Energy Physics and Communications in Mathematical Physics , and organized workshops like 'String Theory for Mathematicians' and 'Mathematical Foundations of Quantum Field Theory'.

• Theoretical Particle Physics
• Supersymmetric Model Building
• String Theory
• +1 more

Hiroyuki ABE is a Professor at the Faculty of Science and Engineering of Waseda University , specializing in theoretical particle physics , supersymmetric model building , and cosmology . His research bridges high-energy physics and cosmological phenomena through advanced mathematical frameworks. Degrees: Master of Science (Hiroshima University) Doctor of Science (Hiroshima University) Research interests include: Supersymmetric extensions of the Standard Model String theory compactifications with magnetic fluxes Moduli stabilization mechanisms Flavor structure from extra-dimensional symmetries Inflationary models in supergravity Higher-dimensional gauge theories Publication trends show expertise in: 10D/6D supergravity formalisms Non-Abelian flavor symmetries Supersymmetry breaking via fluxes/orbifolds Applications to dark matter and Higgs phenomenology Mathematical structure of extra dimensions Quantum effects in compactified theories Scientific recognition : Particle Physics Medal (2009) - Young Scientist Award in Theoretical Particle Physics Contributions span from foundational work on supersymmetric flavor problems to moduli stabilization in higher-dimensional theories. His collaborative projects with researchers like Tatsuo Kobayashi and Yutaka Sakamura have advanced understanding of supersymmetry breaking and cosmological inflation in string-derived models.