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Department of Mathematics
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The Dyadic Operator Approach to a Study in Conics, with some Extensions to Higher Dimensions
The Elementary Transcendental Functions of a Complex Variable as Defined by Integration
Lebesgue Linear Measure
Number Theoretic Analogies for Certain Theorems and Processes in the Theory of Equations
Some Properties of Transfinite Cardinal and Ordinal Numbers
The Analogues for t-Continuity of Certain Theorems on Ordinary Continuity
Some Fundamental Properties of Gamma and Beta Functions
Some Properties of Certain Generalizations of the Sum of an Infinite Series
The Cantor Ternary Set and Certain of its Generalizations and Applications
Some Properties and Applications of Elliptic Integrals
The History of the Calculus
Some Effects of the War Upon the Mathematics Curriculum and the Motivating Forces at Work as Reflected in the Dallas City Schools
The Exponential Functions
A Comparison of Velocities Computed by Two-Dimensional Potential Theory and Velocities Measured in the Vicinity of an Airfoil
Conditions under which Certain Inequalities Become Equalities
Continuation of Real Functions Defined by Power Series
A Generalization of Newton's Method
Some Properties of Negligible Sets
Some Variation Properties of Real-Valued Functions
The Buckling of a Uniformly Compressed Plate with Intermediate Supports
A Development of the Real Number System by Means of Nests of Rational Intervals
The Investigation of Some Properties of the Gamma Function
The Stability of the Solutions of Ordinary Differential Equations
Convergence Tests for Infinite Series
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