Computing the Zeros of Analytic Functions

By P. Kravanja, M. Barel. 2000

107 citations recorded by the source corpus.

Subfields: Applied Mathematics

View Paper: https://www.semanticscholar.org/paper/f201e57cbf7bac40ed791e28c7bd696c723f6039

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In Applied Mathematics

1. Tetsuya Sakurai
2. Hiroshi Sugiura
3. Pavel Zítek
4. Tomás Vyhlídal

Citations in the corpus

• A projection method for generalized eigenvalue problems using numerical integration (2003, methodology): “Methods for the determination of zeros of analytic functions that are based on the numerical evaluation of integrals are called quadrature methods [3,11,14].”
• QPmR - Quasi-Polynomial Root-Finder: Algorithm Update and Examples (2014, methodology): “The problem of computing all zeros of an analytic function can also be solved using the quadrature methods presented in [8, 16].”