1. Brian Kritt, "Vectorial generalizations of Radon-Nikodym theorem
and spaces of generalized Bochner measurable functions topologically
isomorphic
to spaces of vector volumes." Catholic University, 1967.
2. Joseph Diestel, "An approach to the theory of Orlicz spaces of Lebesgue-Bochner measurable functions and to the theory of Orlicz spaces of finitely additive vector-valued set functions with applications to the representation of multilinear continuous operators." Catholic University, 1968.
3. Martha Mattamal, "Axiomatic characterization of complete and non-complete Lebesgue integrals over abstract spaces." Catholic University, 1968.
4. Vernon Zander, "Generalization of the Fubini-Jessen theorem to Orlicz spaces of Bochner measurable functions with applications to the infinitely-linear vectorial integral." Catholic University, 1968.
5. David Burke, "On the class of weakly compact operators on Orlicz spaces of Bochner summable functions." Catholic University, 1969.
6. Richard Sullivan, "Theory of Lebesgue-type spaces of Banach space valued functions summable with respect to a charge." Catholic University, 1969.
7. George Haborak, "The theory of generalized vectorial Bartle integral." Catholic University, 1971.
8. Richard Oberle, "Theory of a class of vector measures on topological rings of sets and generalizations of the Vitali-Hahn-Saks Theorem." Catholic University, 1971.
9. Eduard Luna, "Existence of solutions for generalized Cauchy-Goursat type problems for hyperbolic equations." Catholic University, 1973.
10. Maria Lam, "Probability measures and positive definite continuous functions over nuclear spaces with applications." Catholic University, 1974.
11. David Mayne, "Ergodic theorems in locally convex spaces." Catholic University, 1974.
12. Reza Ahangar, "Optimal Control Theory of Generalized Dynamical Systems." Catholic University of America, 1986.
13. Frans Susilo, "A Theory of Dirac Integral Spaces and the Isomorphism Between the Category of Such Spaces and the Category of Lebesgue Measure Spaces." Catholic University of America, 1990.
14. Steve Bonner, "The Isomorphism Between the Category of Lebesgue Spaces of Functions Taking Values in a Locally Compact Field and the Category of Lebesgue Measures over Sigma-Algebras of Sets." Catholic University of America, 1994.