Cecil James Nesbitt, Ph.D., F.S.A., M.A.A.A. (1912–2001) was a mathematician who was a Ph.D. student of
Richard Brauer and wrote many influential papers in the early history of
modular representation theory.
with Richard Brauer: On the modular representations of groups of finite order. University of Toronto studies. 1937.
with
Emil Artin and
Robert M. Thrall: Rings with minimum condition. No. 1. Ann Arbor: University of Michigan Press. 1944.[1]
with R. M. Thrall: "Some ring theorems with applications to modular representations". Annals of Mathematics. 47: 551–567. 1946.
doi:
10.2307/1969092.
with George H. Andrews: "Periodograms of graduation operators". Transactions of the Society of Actuaries. 17: 166–177. 1965.
with J. J. McCutcheon: "Actuarial Note: Further remarks on the basic mortality functions". Transactions of the Faculty of Actuaries. 33 (238): 81–91. 1971.
JSTOR41218645.
Newton L. Bowers, Hans U. Gerber, James C. Hickman, Donald A. Jones, Cecil J. Nesbitt: Actuarial Mathematics. (2nd ed.), 1997, The Society of Actuaries
ISBN0-938959-46-8.