- Source: Richard Allen Hunt
Richard Allen Hunt (16 June 1937 – 22 March
2009) was an American mathematician. He graduated from Washington University in St. Louis in 1965 with a dissertation entitled Operators acting on Lorentz Spaces. An important result of Hunt (1968) states that the Fourier expansion of a function in Lp,
p > 1, converges almost everywhere. The case p=2 is due to Lennart Carleson, and for this reason the general result is called the Carleson-Hunt theorem. Hunt was the 1969 recipient of the Salem Prize. He was a faculty member at Purdue University from 1969 to 2000, when he retired as professor emeritus.
See also
Convergence of Fourier series
References
Richard Allen Hunt at the Mathematics Genealogy Project
Hunt, Richard A. (1968), "Orthogonal Expansions and their Continuous Analogues (Proc. Conf., Edwardsville, Ill., 1967)", On the convergence of Fourier series, Carbondale, Ill.: Southern Illinois Univ. Press, pp. 235–255, MR 0238019
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