J. Barkley Rosser
Use attributes for filter ! | |
Gender | Male |
---|---|
Death | 34 years ago |
Date of birth | December 6,1907 |
Zodiac sign | Sagittarius |
Born | Jacksonville |
Florida | |
United States | |
Date of died | September 5,1989 |
Died | Madison |
Wisconsin | |
United States | |
Children | J. Barkley Rosser Jr. |
Education | Princeton University |
Awards | Guggenheim Fellowship for Natural Sciences, US & Canada |
Known for | Church–Rosser theorem; Kleene–Rosser paradox; Rosser's sieve |
Date of Reg. | |
Date of Upd. | |
ID | 1542287 |
Logic for mathematicians
Comparative Economics in a Transforming World Economy
From Catastrophe to Chaos: A General Theory of Economic Discontinuities
Mathematical theory of rocket flight
European Economics at a Crossroads
Many-valued Logics
Complex Evolutionary Dynamics in Urban-Regional and Ecologic-Economic Systems: From Catastrophe to Chaos and Beyond
The Changing Face of Economics: Conversations with Cutting Edge Economists
Simplified Independence Proofs: Boolean Valued Models of Set Theory
Pocket Calculator Supplement for Calculus
Comparative Economics In A Transforming World Economy 2Nd Ed.
Comparative Economics in a Transforming World Economy Instructor's Manual
Comparative Economics in a Transforming World Economy
From Catastrophe to Chaos: A General Theory of Economic Discontinuities
Mathematical theory of rocket flight
European Economics at a Crossroads
Many-valued Logics
Complex Evolutionary Dynamics in Urban-Regional and Ecologic-Economic Systems: From Catastrophe to Chaos and Beyond
The Changing Face of Economics: Conversations with Cutting Edge Economists
Simplified Independence Proofs: Boolean Valued Models of Set Theory
Pocket Calculator Supplement for Calculus
Comparative Economics In A Transforming World Economy 2Nd Ed.
Comparative Economics in a Transforming World Economy Instructor's Manual
J. Barkley Rosser Life story
John Barkley Rosser Sr. was an American logician, a student of Alonzo Church, and known for his part in the Church–Rosser theorem in lambda calculus. He also developed what is now called the "Rosser sieve" in number theory.