An illustration of certain algebraic solutions for linear-programming problems in order to show that in the case of reasonably simple problems these techniques are superior to the usual machine-methods...
Education M.A. in security studies, Georgetown University; M.S. in oceanography, University of California San Diego; B.S. in physics, University of Maryland Baltimore County; B.A. in history, University of Maryland Baltimore County
Education Doctorate Business Administration (In Progress), University of Maryland, Global; MBA in economics, finance, Bellevue University; Bachelor of Science in international business management, Bellevue University; Undergrad Studies in psychology, modern languages, Creighton University
Associate Operations Researcher
Education PhD in mathematical sciences (operations research concentration), Clemson University; MS in mathematical sciences (operations research concentration), Clemson University
Assistant Policy Researcher; Ph.D. Candidate, Pardee RAND Graduate School
Education M.Phil. in policy analysis, Pardee RAND Graduate School; M.A. in Russian, East European, and Eurasian studies, Jagiellonian University, Poland