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Vectors in four dimensions
(University of Missouri, 1909)
The interest attaching to n-dimensional geometry comes chiefly from two sources, first the light thrown upon analysis by a geometric interpretation of its results when more than three variables are involved, and second, ...
Study of the convergence of series in certain orthogonal functions
(University of Missouri, 1914)
In this present paper we will develop some theorems concerning the degree of convergence of certain series, in particular a Fourier's series, a Legendre's series, and a series of Bessel's functions. Before proceeding ...