Julian Keilson
Julian Keilson (November 19, 1924 – March 8, 1999 in Rochester, New York) was an American mathematician. He was known for his work in probability theory. His work in survival analysis is relevant to many fields, e.g., medical research, parts supply, asset depreciation, rental pricing, etc.He got his B.Sc. in physics from Brooklyn College, and M.Sc. and Ph.D. from Harvard University. His Ph.D. thesis advisor was the Nobel Prize–winning professor of Physics, Julian Schwinger. Next he worked at MIT Lincoln Laboratories and GTE Laboratories before joining the faculty at University of Rochester (1966–96) where he started the Applied Statistics department in the business school. He also taught at MIT Sloan School of Management (1986–92). Provided by Wikipedia
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M/G/[infinity symbol] with batch arrivals by Keilson, Julian., Seidmann, A.
Published 2009
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M/G/ oo with Batch Arrivals by Keilson, Julian, Seidmann, A.
Published 2004
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Product Selection Policies for Perishable Inventory Systems by Keilson, Julian, Seidmann, A.
Published 2004
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The distributional form of Little's Law and the Fuhrmann-Cooper decomposition by Keilson, Julian., Servi, L. D.
Published 2009
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A distributional form of Little's Law by Keilson, Julian., Servi, L. D.
Published 2009
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A two priority M/G/1 queue with feedback by Keilson, Julian., Servi, L. D.
Published 2009
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Networks of Non-homogeneous M/G/oo Systems by Keilson, Julian, Servi, Les D.
Published 2004
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The Compensation Method Applied to a One-Product Production Inventory Problem by Graves, Stephen C., Keilson, Julian
Published 2004
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Extended Vacation Systems and the Universality of the M/G/1/K Blocking Formula by Keilson, Julian, Servi, Les D.
Published 2004
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Networks of non-homogeneous M/G/[infinity] systems
Published 2003Other Authors: “…Keilson, Julian.…”
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A distributional form of Little's Law
Published 2004Other Authors: “…Keilson, Julian…”
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A distributed Poisson approximation for preempt-resume clocked schedules
Published 2004Other Authors: “…Keilson, Julian…”
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The distributional form of Little's Law and the Fuhrmann-Cooper decomposition
Published 2004Other Authors: “…Keilson, Julian…”
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A two priority M/G/1 queue with feedback
Published 2004Other Authors: “…Keilson, Julian…”