Find Academic Supervisors

• Quantum Information
• Quantum Computing
• Quantum Many-Body Physics
• +9 more

Univ.-Prof. Dr. Norbert Schuch is a Professor of Physics and Mathematics at the University of Vienna, leading the Quantum Information and Quantum Many-Body Physics group. His research bridges Quantum Information Theory, Quantum Computing, and the study of complex quantum many-body systems, with a focus on Tensor Networks, Topological Order, and Symmetry Breaking. He has offices at both the Faculty of Physics (Boltzmanngasse 9) and Faculty of Mathematics (Oskar-Morgenstern-Platz 1). Research Interests : Quantum Information at the interface of Many-Body Physics, including Entanglement Theory, Topological Quantum Computation, Tensor Network algorithms, and Symmetry-Protected Topological (SPT) phases. His work develops numerical and analytical frameworks to study entanglement order parameters and prepare/experiment with topological states in quantum simulators. Teaching : Courses on Quantum Information, Quantum Computing, Theoretical Physics, and seminars on quantum many-body topics. Prior to Vienna, he was a tenured group leader at Max-Planck-Institute of Quantum Optics and a lecturer at Technical University Munich. Scientific Awards : ERC Consolidator Grant SEQUAM (2020–2025) FWF ESPRIT Programme ESP 306 FWF SFB BeyondC FWF Entanglement Order Parameters Research Trends : His recent publications explore Quantum Algorithms, Tensor Networks for Topological Phase Transitions, Entanglement Spectra, and Symmetry-Protected Phases. Key subfields include Non-Abelian Anyons, Chiral Spin Liquids, and Computational Complexity in Many-Body Systems. Group Members : Current team includes postdocs like Dr. Ilya Kull and Dr. András Molnár, with historical alumni spanning PhDs, Masters, and BSc students now at institutions like Xanadu, MIT, and Quantinuum.

Shailesh ChandrasekharanView profile

Professor

• Quantum Computing
• Monte Carlo Algorithms
• Quantum Sign Problems
• +11 more

Shailesh Chandrasekharan is a Professor of Physics in the Department of Physics at Duke University's Trinity College of Arts & Sciences, a position he has held since 2018. Prior to this, he served as Associate Professor of Physics (2005-2018) and Assistant Professor of Physics (1998-2004) at Duke. He has also held leadership roles including Director of Graduate Studies in the Department of Physics (2011-2014, 2019). Dr. Chandrasekharan received his education at prestigious institutions: a B.S. from the Indian Institute of Technology, Madras (1989), followed by an M.A. (1992), M.Phil. (1994), and Ph.D. (1996) from Columbia University. His research focuses on understanding quantum field theories non-perturbatively from first principles calculations, with particular emphasis on lattice formulations of these theories. He specializes in strongly correlated fermionic systems relevant to condensed matter, particle, and nuclear physics. A significant portion of his work involves developing novel Monte-Carlo algorithms to study quantum systems, with special attention to solutions for the notoriously difficult "sign problem" that affects quantum simulations. His expertise spans quantum computing applications, statistical physics, field theory, and critical phenomena. Analysis of his recent publications reveals a strong focus on qubit regularization techniques for lattice gauge theories, quantum critical phenomena, and applications to quantum computing. His work bridges theoretical physics with computational methods, particularly in the areas of asymptotic freedom, quantum phase transitions, and non-perturbative approaches to quantum field theory. The research demonstrates consistent innovation in addressing fundamental challenges in quantum simulation. Dr. Chandrasekharan has secured significant research funding, including the current "Lattice Gauge Theories on a Quantum Computer" project (2024-2028) as Principal Investigator, and long-term projects like "Lattice and Effective Field Theory Studies of Quantum Chromodynamics" (2005-2027) as Co-Principal Investigator. He currently advises PhD student Rui Xian Siew and has taught courses ranging from undergraduate General Physics to advanced graduate-level Quantum Mechanics and Electrodynamics. His teaching portfolio demonstrates breadth across physics education, with recent courses including PHYSICS 122DL (General Physics II), PHYSICS 762 (Electrodynamics), and PHYSICS 765 (Advanced Quantum Mechanics), showing his commitment to both foundational and advanced physics education. His research continues to push the boundaries of quantum field theory simulation and quantum computing applications.

• Mathematical Physics
• Quantum Gravity
• Quantum Field Theory
• +7 more

Romeo Brunetti is an Associate Professor of Mathematical Analysis at the Department of Mathematics, University of Trento. His academic career includes roles such as 'Rientro dei Cervelli' fellow (2006–2010) and research positions at the University of Naples and the DFG (Germany). He specializes in foundational aspects of classical and quantum field theories, with a focus on quantum gravity, algebraic structures in QFT, and relativistic systems. Education: Bachelor’s Degree in Physics, University of Rome 'La Sapienza' (supervised by Prof. Marzio Cassandro and Prof. G. Parisi). PhD in Physics, University of Naples 'Federico II' (supervised by Prof. G. Marmo and Prof. R. Longo). Research Interests: His work explores perturbative quantum gravity, Bose-Einstein condensation in relativistic QFT, quantum spacetime coordinates, nonlinear dynamics in field theories, and classical relativistic scalar fields. He emphasizes rigorous mathematical approaches to quantum field theories in curved spacetimes. Publications: His articles span topics like renormalization in algebraic QFT, quantum gravity models, and time observables in quantum mechanics. The most recent studies address thermodynamic aspects of fermions and covariant approaches to effective quantum gravity. Awards: Featured Review in Mathematical Reviews (MR1736329). Conferences & Committees: Co-organized major events including 'Recent Mathematical Developments in Quantum Field Theory' (Oberwolfach, 2016) and 'Advances in Mathematics and Theoretical Physics' (Accademia dei Lincei, 2017). Active in promoting interdisciplinary dialogue between mathematics and physics. Labs/Teams: Collaborates extensively with international groups on algebraic QFT and quantum gravity, though no dedicated lab is explicitly mentioned in the text.

• Condensed Matter Theory
• Algebraic Topology
• Topological Field Theory
• +6 more

Clément Delcamp is a CNRS Researcher at the Institut des Hautes Etudes Scientifiques (IHES), focusing on theoretical physics at the intersection of condensed matter and algebraic topology. He was previously a Junior Professor at IHES since 2023, following postdoctoral fellowships at Ghent University, the Max Planck Institute for Quantum Optics (Munich), and the Max Planck Institute for the Physics of Complex Systems (Dresden). His academic journey includes a PhD from the University of Waterloo and the Perimeter Institute for Theoretical Physics, preceded by an MSc in Quantum Fields and Fundamental Forces at Imperial College London (2013–2015). Education: MSc in Quantum Fields and Fundamental Forces (Imperial College London, 2015), PhD (University of Waterloo & Perimeter Institute, 2018) His research explores the algebraic structures underlying quantum lattice systems, emphasizing generalized symmetries, dualities, and topological field theory applications. He has pioneered tensor network methods to study electromagnetic duality in (3+1)d systems and non-abelian Kramers-Wannier dualities in generalized Ising models. His work bridges abstract category theory with concrete physical models, particularly in topological phases and renormalization group techniques. Recent publications highlight his contributions to quantum lattice duality frameworks, defect calculus, and tensor network-based renormalization. His 2024 paper with Lootens and Verstraete demonstrates optimized DMRG simulations for gapped phases via dual models. At IHES, he leads research on non-invertible symmetries and solicits postdocs in theoretical physics. Scientific Awards: Walter Zellidja Scholarship (French Academy), FWO Postdoctoral Fellowship Delcamp's affiliations span leading institutions including the Perimeter Institute, Max Planck Institutes, Ghent University, and IHES. He actively promotes collaboration through seminars and lectures at venues like the Collège de France, Les Houches, and Queen Mary University.

Fabian SchmidtView profile

Professor

• Cosmology
• Dark Matter
• Dark Energy
• +3 more

Fabian Schmidt is a Professor (Forschungsgruppenleiter) at the Max Planck Institute for Astrophysics (MPA) in Garching, Germany. He specializes in cosmology, focusing on dark matter, dark energy, and the evolution of cosmic structures. His research explores the universe's composition, history, and the mechanisms behind primordial density fluctuations. Education: Diplom (equivalent to MSc) in cosmic gamma rays from Humboldt University Berlin, PhD (2005-2009) at the University of Chicago under advisors Scott Dodelson and Wayne Hu. Held fellowships at Caltech (Moore Fellow) and Princeton (NASA CXC Einstein Fellow) before joining MPA in 2013. Research interests include cosmological observables in general relativity, baryon acoustic oscillations (BAO) reconstruction, and field-level inference techniques. His group is funded by the Excellence Cluster Origins and MPA resources, with ongoing work on large-scale structure, gravitational lensing, and dark matter physics. Notable contributions span theoretical cosmology, computational methods for galaxy clustering analysis, and Bayesian forward modeling. His team advises PhD students and postdocs in areas like EFT-based BAO reconstruction, simulation-based inference, and dark matter dynamics. Outreach: Active in public talks (Lange Nacht der Wissenschaften) and collaborations with science journalists. Co-author of Modern Cosmology textbook (2nd ed. 2020, 3rd ed. 2025), addressing topics like inflation and quantum vacuum cosmology.

• Mathematical Physics
• Partial Differential Equations
• Probability Theory
• +5 more

Joona Oikarinen is a Postdoctoral Researcher at Aalto University's Department of Mathematics and Systems Analysis within the School of Science. His research focuses on interdisciplinary areas including Mathematical Physics, Quantum Field Theory, and Probability Theory. He contributes to groups studying Nonlinear Partial Differential Equations (NPDE), Conformal Field Theory, and Differential Geometry. Key research interests span Liouville Quantum Field Theory, Gaussian Multiplicative Chaos, and the interplay between stochastic processes and geometric structures. His work often bridges theoretical frameworks with applications in critical phenomena and statistical mechanics. Joona is affiliated with research clusters exploring stress-energy tensors in conformal field theories and the mathematical foundations of two-dimensional quantum systems. His research also intersects numerical analysis and systems analysis, reflecting his department’s multidisciplinary approach.

Matthew BuicanView profile

Associate Professor

• Theoretical Physics
• Quantum Field Theory
• Conformal Field Theory
• +5 more

Dr. Matthew Buican is a Reader in Theoretical Physics at Queen Mary University of London's School of Physical and Chemical Sciences, affiliated with the Centre for Fundamental Physics. His research focuses on quantum field theories, including conformal field theories (CFTs), topological quantum field theories (TQFTs), and supersymmetry. He has organized workshops on topics such as boundary CFTs and TQFTs at institutions like the Royal Society, Perimeter Institute, and Nordita. Buican holds a PhD from Princeton University and has held postdoctoral positions at CERN, Rutgers University, and the University of Chicago. Education: AB in Physics (Harvard), PhD in Physics (Princeton) Affiliations: Centre for Fundamental Physics, School of Physical and Chemical Sciences His research explores non-perturbative SCFTs , conformal manifolds , and topological quantum computation . He has supervised PhD students including Chinmaya Bhargava and Mahesh Balasubramanian, and has been involved in grants totaling over £2.5 million from the Royal Society and STFC. Buican has delivered talks at NYU, the Isaac Newton Institute, and GGI Florence, focusing on topics like supersymmetric methods and TQFT symmetries.

Andreas StergiouView profile

Research Fellow

• Quantum Field Theory
• Conformal Field Theory
• Renormalization Group
• +7 more

Dr. Andreas Stergiou is a Senior Research Fellow in the Department of Mathematics at King’s College London, affiliated with the Faculty of Natural, Mathematical & Engineering Sciences. His research focuses on theoretical physics, particularly in quantum field theory (QFT) and conformal field theories (CFTs). Education: B.Sc. in Physics, National and Kapodistrian University of Athens M.Sc. in Theoretical Physics, University of Amsterdam Ph.D. in Physics, University of California, San Diego His work explores renormalization group (RG) flows, conformal and superconformal field theories, and their applications to critical phenomena, condensed matter, particle physics, and string theory. He has contributed to understanding the relationship between scale invariance and conformal symmetry in higher-derivative theories. Recent research includes advancements in the conformal bootstrap program, multiscalar RG flows, and axion superfluidity in Weyl semimetals. He employs analytical and numerical methods to study fixed points and emergent properties in QFTs. Scientific Awards: Royal Society University Research Fellowship (2021) He has secured multiple grants from the Royal Society, including projects on conformal defects and enhanced research expenses (2023–2026). His collaborations span institutions like Yale University, CERN, and Los Alamos National Laboratory.

Yannick MeuriceView profile

Professor

• Lattice gauge theory
• Quantum computing
• Quantum simulations
• +6 more

Yannick Meurice is a Professor in the Department of Physics and Astronomy at the University of Iowa. He joined the faculty in 1990 after postdoctoral research at CERN and Argonne National Laboratory, and a visiting professorship at CINVESTAV in Mexico City. His research focuses on lattice gauge theory, quantum computing, and quantum simulations. He is the Principal Investigator of a multi-institutional DOE HEP QuantISED grant and collaborates with the Fermilab theory group on B-meson decays. His work integrates tensor renormalization group methods, quantum field theory, and numerical simulations on high-performance clusters. Education: PhD in Physics from Université catholique de Louvain (UCL) in 1985, supervised by Jacques Weyers and Gabriele Veneziano. His research spans Lattice field theory (QuLat Collaboration) Quantum computing applications in high-energy physics Quantum simulations of condensed matter systems Renormalization group techniques Research highlights include Developing tensor network methods for real-time quantum field theory evolution Exploring quantum floating phases in Rydberg atom arrays Advancing quantum algorithms for entanglement entropy estimation Grants and Funding: $2.3M federal award (2020) for quantum computing research in theoretical high-energy physics. Student involvement includes weekly seminars, participation in Fermilab theory group projects, and opportunities to attend summer schools and conferences. Labs/Teams: Part of the QuLat collaboration and leads the DOE-funded QuantISED initiative.

Radu RoibanView profile

Professor

• Theoretical Physics
• High Energy Physics
• Quantum Field Theory
• +4 more

Radu Roiban is a Professor of Physics at the Department of Physics within the Eberly College of Science at The Pennsylvania State University. His research focuses on theoretical high-energy physics, particularly scattering amplitudes, supersymmetry, and supergravity. He explores connections between gauge/gravity duality, quantum gravity, and gravitational wave physics, contributing to foundational questions in particle physics and cosmology. Education: Bachelor's degree from University of Bucharest (1992-1995) Master's degree from Université du Québec à Montréal (1995-1997) PhD from C.N. Yang Institute for Theoretical Physics, SUNY Stony Brook (1997-2001) Research Interests: Roiban’s work centers on theoretical frameworks bridging quantum field theory and gravity. Key areas include: Scattering amplitudes in gauge and gravity theories Supersymmetry and supergravity AdS/CFT correspondence and holography Applications to gravitational waves and black hole dynamics Publications Trends: Recent work emphasizes advanced amplitude techniques (e.g., color-kinematics duality, double copy formalism) and their implications for gravitational systems. Key themes include non-planar loop calculations, supergravity UV properties, and binary system dynamics. His studies often intersect with cutting-edge numerical relativity and effective field theory approaches. Awards & Grants: None explicitly listed in available texts, though his contributions suggest recognition in theoretical physics communities. Labs/Teams: Engaged in collaborative efforts within Penn State’s physics department and international networks exploring scattering amplitudes and quantum gravity.

Agnès BeaudryView profile

Associate Professor

• Algebraic Topology
• Stable Homotopy Theory
• Chromatic Homotopy Theory
• +2 more

Agnès Beaudry is an Associate Professor in the Department of Mathematics at the University of Colorado Boulder, specializing in algebraic topology and stable homotopy theory. Her research focuses on chromatic homotopy theory, equivariant homotopy theory, and their connections to condensed matter physics. She develops mathematical frameworks to understand topological phases in quantum systems and studies interactions between homotopy theory and quantum physics. Beaudry investigates how algebraic topology techniques can be applied to analyze quantum spin systems and topological phases of matter. Her work reconstructs spectral sequences and duality resolutions to uncover fundamental structures in stable homotopy theory. Recent publications demonstrate her interdisciplinary approach combining mathematical physics with advanced topological methods. Her extensive publication record demonstrates consistent contributions to homotopy theory, with recent work focusing on K(2)-localization, Morava stabilizer groups, and parametrized quantum systems. She actively mentors graduate students and contributes to mathematical physics collaborations.

Ka Ming TamView profile

Researcher

• Condensed Matter Physics
• Quantum Many-Body Systems
• Computational Physics
• +7 more

Ka Ming Tam is a Researcher at Louisiana State University's Department of Physics & Astronomy, College of Science. His work spans condensed matter physics , quantum many-body systems , and machine learning applications in physics . He has contributed to advanced computational methods, including nonequilibrium dynamical mean-field theory , functional renormalization group , and parallel tempering algorithms for studying disordered systems. His research includes Quantum materials with disorder and correlation Hybrid quantum-classical algorithms for phase transitions Epidemiological modeling of social physics Tensor formulations for Anderson-Hubbard models Machine learning in critical phenomena The 15 most recent publications highlight his focus on strongly correlated systems , Anderson localization , quantum computing , machine learning in statistical mechanics , and epidemiological dynamics . Key methodologies include DMFT , RG analysis , and GPU-accelerated simulations . No awards or student advisement details are explicitly mentioned in the provided text.

Ning BaoView profile

Assistant Professor

• High Energy Physics
• Quantum Information Science
• Quantum Algorithms
• +4 more

Ning Bao is an Assistant Professor in the Departments of Physics and Mathematics at Northeastern University's College of Science. His research bridges high energy theory and quantum information science, focusing on topics such as holographic correspondences, quantum entanglement classification, and quantum algorithm development. He explores the interplay between quantum information principles and fundamental physics concepts like black hole thermodynamics and spacetime geometry. His work often involves cutting-edge techniques from machine learning and applied mathematics to address questions in quantum gravity and condensed matter systems. Key research interests include the information-theoretic properties of black holes, entanglement structure in holographic systems, and the application of quantum information tools to machine learning. He contributes to foundational studies in quantum error correction, entanglement wedge reconstruction, and the ER=EPR conjecture. His articles span topics from AdS/CFT correspondence to quantum cellular automata, reflecting his interdisciplinary approach to theoretical physics. Bao’s research is supported by contributions to holographic entropy inequalities, tensor network models, and the exploration of quantum algorithms through frameworks like classical shadows and reinforcement learning. His work has advanced understanding of entanglement in gauge theories, quantum complexity measures, and the interplay between geometry and quantum information in gravitational systems.

Robijn VanhoveView profile

Research Fellow

• Theoretical Physics
• Condensed Matter Physics
• Quantum Information
• +3 more

Robijn Vanhove is a Research Fellow and Visiting Associate in the Department of Physics at the California Institute of Technology (Caltech), supported by the FWO Postdoctoral Scholar Fellowship. His research focuses on theoretical physics, particularly in topological phases of matter, conformal field theories, and quantum information science. He explores connections between topological systems and critical lattice models using advanced tools like tensor networks and quantum circuit analysis. His work bridges abstract mathematical frameworks (e.g., Galois conjugated tensor categories) with computational methods (matrix product states) to study phase transitions, critical phenomena, and quantum symmetries. Notable research includes investigations into Haagerup conformal field theories, Potts models, and symmetry-protected topological phases. He is affiliated with Caltech’s Division of Physics, Mathematics and Astronomy, and potentially collaborates with research centers like the Institute for Quantum Information and Matter (IQIM). Research Highlights: Develops novel mappings between topological phases and critical systems using tensor networks. Applies quantum circuit models to analyze gapped phase transitions. Explores nonunitary conformal field theories through lattice realizations and Cardy states. Awards: FWO Postdoctoral Scholar Fellowship (Belgian Research Foundation). Collaborations: Likely involves interdisciplinary projects with IQIM and other theoretical physics groups at Caltech, focusing on quantum computing applications and topological materials.

Zhehao DaiView profile

Assistant Professor

• Condensed Matter Physics
• Quantum Many-Body Systems
• Superconductivity
• +4 more

Zhehao Dai is an Assistant Professor in the Department of Physics & Astronomy at the University of Pittsburgh, affiliated with the Dietrich School. He holds a Ph.D. in Theoretical Condensed Matter Physics from MIT (2020) and completed a postdoctoral fellowship at UC Berkeley (2020-2024). His research focuses on strongly correlated electron systems, particularly gapless states in materials like high-temperature superconductors and pseudogap metals. He has pioneered novel mathematical and numerical methods using tensor network states to study low-dimensional quantum systems. Research Interests include: Quantum many-body systems and topological phases Pair density waves and superconductivity mechanisms Tensor network state simulations and critical phenomena Photo-induced non-equilibrium phenomena Recent work emphasizes developing isometric tensor network methods for fermionic systems and analyzing quantum Hall heterostructures. His studies bridge theoretical models with experimental observations in cuprates and other strongly correlated materials. Advising & Grants: Currently mentoring early-career researchers in theoretical condensed matter physics. Previous postdoctoral work at Berkeley involved collaborative projects on advanced numerical methods. Labs & Teams: Collaborates with experimental groups on topics like exciton condensate junctions and driven-dissipative systems. Active in the quantum materials theory community.