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Title:           Computing parameter planes of iterative root-finding methods with several free critical points
Subject:         Mathematics and Computers in Simulation, 228 (2025) 52-72. doi:10.1016/j.matcom.2024.08.013
Keywords:        Root-finding algorithms,Newton-like algorithms,Parameter planes,Several critical points
Author:          Beatriz Campos
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     Item: 
      Title: Computing parameter planes of iterative root-finding methods with several free critical points
      Children: 
       Item: 
        Title: Introduction
       Item: 
        Title: Preliminary results
        Children: 
         Item: 
          Title: Introduction to complex dynamics
         Item: 
          Title: Critical points of Newton-like methods
       Item: 
        Title: The algorithm 
        Children: 
         Item: 
          Title: Variants of the algorithm
       Item: 
        Title: Newton-like methods with more than one free critical point
        Children: 
         Item: 
          Title: Fourth-order methods derived from the Kim family
         Item: 
          Title: A multipoint variant of Chebyshev's method
         Item: 
          Title: The Ermakov Kalitkin family
         Item: 
          Title: A sixth order iterative scheme
       Item: 
        Title: Conclusions
       Item: 
        Title: CRediT authorship contribution statement
       Item: 
        Title: Declaration of competing interest
       Item: 
        Title: References
   Info: 
    Title: Computing parameter planes of iterative root-finding methods with several free critical points
    Author: Beatriz Campos
    Subject: Mathematics and Computers in Simulation, 228 (2025) 52-72. doi:10.1016/j.matcom.2024.08.013
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   Type: CRC32
  Checksum: 3ce175d650e2f4a0a0b5bc242bad78bd
   Type: MD5
  Checksum: db3d41f22b3156ad0b778ff358b38774d2a74bce
   Type: SHA-1
  Checksum: 3aa1ce30db3f607f2c76f619852a74c6acbd8a869da732671981022c8b5e9ee1
   Type: SHA-256