The foundations of the calculus of variations in the large in $m$-space. I
Marston
Morse
379-404
Certain invariant sequences of polynomials
E. T.
Bell
405-421
On the degree of convergence of the Gram-Charlier series
W. E.
Milne
422-443
Foucault's pendulum in elliptic space
James
Pierpont
444-447
On a certain formula of mechanical quadratures with non-equidistant ordinates
J. A.
Shohat
448-463
Generalized Vandermonde determinants
E. R.
Heineman
464-476
On approximation by rational functions to an arbitrary function of a complex variable
J. L.
Walsh
477-502
Separation theorems with applications to questions concerning accessibility and plane continua
R. G.
Lubben
503-522
Tetrads of ruled surfaces
A. F.
Carpenter
523-528
On the congruences connected with certain magic squares
D. N.
Lehmer
529-551
Certain problems related to the cutting of a simply connected plane region by a continuum
Wallace Alvin
Wilson
552-562
An application of the calculus of variations to boundary value problems
A. O.
Hickson
563-579
An extension of Pascal's theorem
Charles A.
Rupp
580-594
Concerning the arc-curves and basic sets of a continuous curve. II
W. Leake
Ayres
595-612