The Jamie Havican Show Guest Courtney Brown

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A Brief Biography Courtney Brown is a mathematician and social scientist who teaches in the Department of Political Science at Emory University in Atlanta, Georgia. Independent of his work at the university, he is also the leading scholar on the subject of “remote viewing” as it is done using procedures that were developed by the United States military and used for espionage purposes, or procedures that are derivative of those methodologies. Academic Background: Courtney Brown received his Ph.D. degree from Washington University (St. Louis) in 1982 in political science with an emphasis on mathematical modeling. He began his teaching career as a college calculus instructor in Africa before moving on to teach nonlinear differential and difference equation modeling in the social sciences at the University of California at Los Angeles, Emory University, and the Inter-university Consortium for Political and Social Research Summer Program at the University of Michigan. He has published five peer-reviewed books and numerous articles on applied nonlinear mathematical modeling in the social sciences. Remote-Viewing Background: Dr. Brown is the Director and founder of The Farsight Institute (www.farsight.org), a nonprofit research and educational organization dedicated to the study of the phenomenon of nonlocal consciousness known as “remote viewing.” He has published peer-reviewed research on this subject in premier scientific outlets, and has spoken internationally at a host of prestigious venues, including various universities, as well as at respected gatherings of physicists. His recently published book on the subject, Remote Viewing: The Science and Theory of Nonphysical Perception, is the only book of its kind where the science of remote viewing is developed with respect to highly structured data-collection methodologies of the kind utilized by the U.S. military. In this book he analyzes data and develops a new theory that explains the remote-viewing phenomenon as a consequence of superposition formation on the quantum level.