M.S. in applied mathematics, University of Colorado Denver; B.S. in pure mathematics, University of New Mexico; B.A. in political science, University of New Mexico
James Syme is Ph.D. candidate at Pardee RAND Graduate School and an assistant policy researcher at the RAND Corporation. His research focuses on community identification for legislative redistricting, decarbonization and climate change adaptation (DMDU/RDM), Markov decision theory, optimization, and other policy-relevant applications of mathematics.
Prior to joining Pardee RAND, James was a technical analyst at RAND who focused primarily on climate change adaptation and mitigation and applying DMDU methods to water management, transportation, and disaster mitigation planning. He has additionally provided modeling support for health insurance, epidemiological modeling, and defense logistics.
Syme has an M.S. in applied mathematics from the University of Colorado, Denver, and a B.S. in pure mathematics and B.A. in political science from the University of New Mexico.
