Pages that link to "Item:Q2383624"
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The following pages link to Julia sets for the standard Newton's method, Halley's method, and Schröder's method (Q2383624):
Displaying 11 items.
- Influence of the multiplicity of the roots on the basins of attraction of Newton's method (Q398582) (← links)
- Symmetries of the Julia sets of Newton's method for multiple root (Q606805) (← links)
- Graphical representations for the homogeneous bivariate Newton's method (Q668760) (← links)
- Problems and solutions by the application of Julia set theory to one-dot and multi-dots numerical methods (Q1607775) (← links)
- Fractal dimension and Wada measure revisited: no straightforward relationships in NDDS (Q1681736) (← links)
- The Julia set of Newton's method for multiple root (Q2369074) (← links)
- A Steffensen-like method and its higher-order variants (Q2391278) (← links)
- Attracting cycles for the relaxed Newton's method (Q2431355) (← links)
- Julia sets of the Schröder iteration functions of a class of one-parameter polynomials with high degree (Q2507840) (← links)
- Julia sets for the super-Newton method, Cauchy’s method, and Halley’s method (Q5706259) (← links)
- Bivariate Newton-Raphson method and toroidal attraction basins (Q5963410) (← links)
