Due to the storm, Barnard College will close at 4pm today, for non-essential personnel. “Essential personnel" include staff in Facilities, Public Safety and Residence Halls.
Friday evening and weekend classes are cancelled but events are going forward as planned unless otherwise noted. The Athena Film Festival programs are also scheduled to go forward as planned but please check http://athenafilmfestival.com/ for the latest information.
Please be advised that due to the conditions, certain entrances to campus may be closed. The main gate at 117th Street & Broadway will remain open. For further updates on college operations, please check this website, call the College Emergency Information Line 212-854-1002 or check AM radio station 1010WINS.
3:12 PM 02/08/2013
Physics and astromony professor Janna Levin appears in a BBC profile video that highlights her diverse pursuits: science and writing. An excerpt:
"Chaos, black holes and the early universe. These are the pre-occupations of one of the world's leading astrophysicists, Janna Levin.
Professor Levin's study and research have taken her on an academic journey through the Massachusetts Institute of Technology, Cambridge and Oxford Universities and now the faculty of Barnard College at New York's Columbia University.
In a 2011 TED talk she explained why space is not a silent place and how the universe has a soundtrack.
But the pursuit of answers to the unsolved questions of our universe is not Janna Levin's sole preoccupation. She's also a critically acclaimed novelist whose work explores the spaces where science and art intersect."
Prof. Levin's research focuses on theories of the early universe, chaos, and black holes. She is also interested in the topology of the universe and the question of whether or not the universe is infinite. Other research topics include the cosmology of extra dimensions and string cosmology. She is the author of the novel A Madman Dreams of Turing Machines as well as the popular science book, How the Universe Got Its Spots: Diary of a Finite Time in a Finite Space.
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