William G. Bade: Difference between revisions

William George Bade (29 May 1924, Oakland, California – 10 August 2012) was an American mathematician, who worked on Banach algebras.^[1]

William G. Bade's father was the famous scholar William F. Badè, who died in 1936. After his father's death, William G. Bade moved with his mother and sister from Berkeley to San Diego, where he graduated from high school in 1942. He spent his freshman year in college at Pomona College and then, under the V-12 Navy College Training Program, studied at Cal Tech, where he received his bachelor's physics degree in 1945. He received more training which continued until after the end of WW II. After active duty as a Disbursing Officer in the U. S. Navy on the atoll of Truk, he was released from active duty in 1947 but was in the U. S. Naval Reserve until 1955. Bade earned a mathematics PhD in 1951 at UCLA under Angus Ellis Taylor with thesis An Operational Calculus for Operators with Spectrum Confined to a Strip.^[2] In the fall of 1951 Bade started teaching at UC Berkeley. On 2 July 1952 he married Eleanor "Elly" Jane Barry and they moved to Connecticut where he worked at Yale University until 1955. Bade and Robert Bartle were research assistants from 1952 to 1954 working on Part I of Linear Operators by Nelson Dunford and Jacob T. Schwartz. In the fall of 1955 William and Eleanor Bade, with two children, returned to Berkeley, where William Bade had an appointment as as an assistant professor in the UC Berkeley mathematics department. At Berkeley he became associate professor in 1959, full professor in 1964, and retired in 1991 as professor emeritus.

Bade supervised 24 doctoral dissertations. He was elected a Fellow of the American Mathematical Society in 2012, the year in which he died. Upon his death he was survived by his wife, six children, and five grandchildren.

• with H. G. Dales and K. B. Laursen: Multipliers of radical Banach algebras of power series. American Mathematical Society. 1984.
• with H. G. Dales and A. A. Lykova: Algebraic and strong splittings of extensions of Banach algebras. American Mathematical Society. 1999.

• "On Boolean algebras of projections and algebras of operators". Trans. Amer. Math. Soc. 80: 345–360. 1955.
• with P. C. Curtis and H. G. Dales: "Amenability and weak amenability for Beurling and Lipschitz algebras". Proc. London Math. Soc. 3 (2): 359–377. 1987.
• with H. G. Dales: "Continuity of derivations from radical convolution algebras". Studia Math. 95 (1): 59–91. 1989.