The Ohio State University

John W. T. Suckau

Uniform convergence and the Lebesgue theory, 1934.

Marjorie Leffler

A lemma in potential theory, 1934.

Alson H. Bailey

An approach to the study of conic sections, based on a group of projective transformations, 1936.

Thomas H. Southard

On certain projective geometries and their relation to algebra, 1936.

Dorothy B. Kohlmetz

Certain problems of a special character in convex functions, 1937.

Paul F. Reichelderfer

Some properties of continuous transformations in the plane, 1939.

Preston C. Hammer

Projective geometries over a pseudo-field, 1939.

Walter S. Snyder

On functions of squares, 1939.

Chosaburo Kato

Configuration n sub 3, 1939.

Lawrence Albert Ringenberg

On functions of intervals, 1941.

Paul McClure Young

On the approximation of functions by integral means, 1941.

Robert Griffith Helsel

A geometrical application of integral means, 1942.

Harry Douglas Huskey

Contributions to the problem of Geocze, 1943.

Miriam C. Ayer

On convergence in length, 1945.

Cecil L. Woods

A restricted class of convex functions, 1946.

William R. Scott

On essentially absolutely continuous transformations, 1947.

Hugh J. Miser

Generalized conformal representations of Frechet surfaces, 1947.

Albert George Fadell

Accessibility in Euclidean n-space with application to differentiability theorems, 1954.

Shen Lin

Computer studies of Turing machine problems, 1963.

James Bennett Randels

Studies in Turing machines, 1965.

Larry Dean Nelson

On a special class of problems in integer linear programming, 1965.

Department of Mathematics [0]