In complex analysis and numerical analysis, König's theorem, named after the Hungarian mathematician Gyula Kőnig, gives a way to estimate simple poles or simple roots of a function. In particular, it has numerous applications in root finding algorithms like Newton's method and its generalization Householder's method.
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| - König's theorem (complex analysis) (en)
- Teorema de König (pt)
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| - In complex analysis and numerical analysis, König's theorem, named after the Hungarian mathematician Gyula Kőnig, gives a way to estimate simple poles or simple roots of a function. In particular, it has numerous applications in root finding algorithms like Newton's method and its generalization Householder's method. (en)
- Em análise complexa e análise numérica, o Teorema de König fornece uma forma para estimar polos simples ou raízes simples de uma função. Em particular, possui inúmeras aplicações em algoritmos para encontrar raízes, como o método de Newton e sua generalização, o . (pt)
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| - In complex analysis and numerical analysis, König's theorem, named after the Hungarian mathematician Gyula Kőnig, gives a way to estimate simple poles or simple roots of a function. In particular, it has numerous applications in root finding algorithms like Newton's method and its generalization Householder's method. (en)
- Em análise complexa e análise numérica, o Teorema de König fornece uma forma para estimar polos simples ou raízes simples de uma função. Em particular, possui inúmeras aplicações em algoritmos para encontrar raízes, como o método de Newton e sua generalização, o . (pt)
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