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2. A Continuous Model of Computation
3. Algorithms for Solvents of Matrix Polynomials
4. Associated Polynomials and Uniform Methods for the Solution of Linear Problems
5. Asymptotic behavior of vector recurrences with applications
6. A Three-State Algorithm for Real Polynomials Using Quadratic Iteration
7. Average Case Optimality for Linear Problems
8. Complexity of Approximately Solved Problems
9. Complexity of Linear Programming
10. Computational Complexity
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