On random integer polynomials, the Descartes method isolates real roots in quasi-linear expected bit complexity, explaining a long-standing gap between worst-case theory and practical performance.
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Beyond Worst-Case Analysis for Symbolic Computation: Root Isolation Algorithms
On random integer polynomials, the Descartes method isolates real roots in quasi-linear expected bit complexity, explaining a long-standing gap between worst-case theory and practical performance.