Research Interest

• Test fundamental symmetries of space and time, between matter and anti-matter, and search for new physics beyond the Standard Model
• Study exotic nuclei, atoms and molecules with precision measurements
• Develop novel methods for ultrasensitive trace isotope analysis, and apply these methods in earth and environmental sciences

Degrees Attained

• Ph.D. 1994 University of California at Berkeley
• M.S. 1991 The University of Chicago

Research Interest

• Novel efficient algorithms and their applications in statistical physics
• Transfer matrix and its applications
• Diagrammatic Monte Carlo method
• Critical finite-size scaling in canonical ensembles
• Conformal invariance in two or higher dimensions

• Geometric properties of critical systems
• Surface phase transitions
• Quantum simulations
• Interactive demonstrations of novel Monte Carlo methods
• Worm algorithm demos from UMass group