Condensed Matter Physics
Investigating phase transitions, topological states, and emergent phenomena in quantum materials. Our work bridges theoretical models with computational simulations.
Research Domain
From condensed matter abstractions to quantum-inspired computation models. We explore the fundamental principles that govern physical systems and translate them into computational innovations.
Investigating phase transitions, topological states, and emergent phenomena in quantum materials. Our work bridges theoretical models with computational simulations.
Developing quantum-inspired algorithms that leverage principles from quantum mechanics to solve classically intractable problems in optimization and simulation.
Applying statistical methods to complex systems, exploring thermodynamic limits, and developing efficient sampling techniques for high-dimensional spaces.
Building fast, accurate numerical solvers for many-body systems. Focus on scalability, precision, and novel approaches to traditionally compute-intensive problems.
Fast, stable solvers for multi-body gravitational and inertial fields using novel numerical approaches.
Learn more →Efficient simulation of quantum states for validation of quantum algorithms on classical hardware.
Learn more →Peer-reviewed publications, preprints, and technical reports from our physics research team.