|
Holbrook Mann MacNeille
:Extensions of partially ordered sets
Harvard University,
Ph.D.
1935
|
|
Joel Lee Brenner
:The linear homogeneous group modulo $p$
Harvard University,
Ph.D.
1936
|
|
John Wilson Calkin
:Applications of the theory of Hilbert space to partial differential equations; the self-adjoint transformations in Hilbert space associated with a formal partial differential operator of the second order and elliptic type
Harvard University,
Ph.D.
1937
|
|
William Frederick Eberlein
:Closure, convexity, and linearity in Banach spaces
Harvard University,
Ph.D.
1942
|
|
Edwin Hewitt
:On a problem of set theoretic topology
Harvard University,
Ph.D.
1942
|
|
George Whitelaw Mackey
:The subspaces of the conjugate of an abstract linear space
Harvard University,
Ph.D.
1942
|
|
Anne Frances O'Neill
:Contributions to the theory of derivates
Radcliffe College,
Ph.D.
1942
|
|
Michael Joseph Norris
:I: Topological spaces having the same regular open sets; II: A standard topological appraoch to some parts of the theory of Boolean maps
Harvard University,
Ph.D.
1944
|
|
Richard V. Kadison
:A unified representation theory for topological algebra
University of Chicago,
Ph.D.
1950
|
|
John Vernor Finch
:On Banach spaces with inner products
University of Chicago,
Ph.D.
1951
|
|
Jr. Matthew P. Gaffney
:The harmonic operator for exterior differential forms
University of Chicago,
Ph.D.
1951
|
|
Bernard A. Galler
:Some results in algebraic logic
University of Chicago,
Ph.D.
1955
|
|
John J. McKibben
:Elementary solutions and divergent integrals
University of Chicago,
Ph.D.
1957
|
|
Royal Bruce Kellogg
:Hyperbolic equations with multiple characteristics
University of Chicago,
Ph.D.
1958
|
|
Adam Korányi
:Operator theoretic methods applied to interpolation problems for functions of several complex variables
University of Chicago,
Ph.D.
1959
|
|
Christopher Ian Byrnes
:On the algebraic foundations of differential geometry
University of Massachusetts, Amherst,
Ph.D.
1975
|
