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2. Variational Calculations of Energy and Fine Structure for the 2³P State of Helium
3. On Lagrange-Hermite Interpolation
4. Construction of Globally Convergent Iteration Functions for the Solution of Polynomial Equations
5. Generalized Sequences with Applications to the Discrete Calculus
6. A Class of Globally Convergent Iterations for the Solution of Polynomial Equations
7. Associated Polynomials and Uniform Methods for the Solution of Linear Problems
8. A Three-State Algorithm for Real Polynomials Using Quadratic Iteration
9. Computational Complexity of Iterative Processes
10. The Algebraic Theory of Matrix Polynomials
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