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Jim Lark

James Lark III
Born Pulaski, Virginia
Residence Charlottesville, Virginia
Education M.S. in Mathematics, Ph.D in Systems engineering
Alma mater Virginia Tech, University of Virginia
Occupation Lecturer at University of Virginia
Political party Libertarian
Board member of Advocates for Self-Government, International Society for Individual Liberty, Students For Liberty

James W. "Jim" Lark III, Ph. D. currently serves as a professor of systems engineering and applied mathematics at the University of Virginia. He served as the United States Libertarian Party National Chairman from 2000 to 2002.

On February 19, 2007, the Libertarian Party of Virginia awarded Lark the designation of "Libertarian Leader" for 2007 in recognition of his many contributions to the Libertarian Party. Lark is the fourth person to be so honored [1].

Since May 2009, Lark is the chairman of the Advocates for Self-Government. He also serves on the board of directors of the International Society for Individual Liberty as well as the board of advisers of the pro-liberty student organization Students For Liberty, and has spoken at their conferences across North America and Europe. He is a member of the Board of Advisers of the Freedom and Entrepreneurship Foundation (Fundacja Wolnosci I Przedsiebiorczosci) in Poland.

He received a B.S. in Mathematics from Virginia Polytechnic Institute and State University (Va. Tech) and a Ph.D. in Systems Engineering from the University of Virginia.

Lark has served as visiting scholar at the Center for the Study of Public Choice at Virginia Tech. He was an Earhart Foundation Visiting Fellow at the Center for Research in Government Policy and Business in the Graduate School of Management at the University of Rochester. He has also served as a visiting scholar in the Department of Mathematics at the University of California, Berkeley, and the Department of Mathematics at the University of Tennessee, Knoxville. He is the author of publications in mathematics, operations research, and artificial intelligence. His solution procedure for finite-horizon partially observed Markov decision processes is known in the research literature as the “Lark algorithm” (or “Lark filtering algorithm”).


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