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Optimal Order Iterative Methods

Based on Newton’s method and interpolation method, we establish two iterative methods for solving the nonlinear equations by using n+1 evaluations of the function(or the first derivative) per iteration. Analysis of convergence shows that our methods arrive at the optimal order of convergence 2^n, where the n is any a nature number.
xiang li, xue Wang, jia Wei
openaire   +1 more source

An Improved Iterated Greedy Algorithm for Distributed Robotic Flowshop Scheduling With Order Constraints

Computers and Industrial Engineering, 2022
Hongyan Sang, Junqing Li, Yuyan Han
exaly  

Linear Differential Equations With Solutions of Finite Iterated p-Φ Order

Journal of the Indian Mathematical Society, 2023
Sanjib Kumar Datta, Chinmay Ghosh
exaly  

The Growth of Solutions of Linear Differential Equations With Coefficients of Iterated Order in the Unit Disc

Journal of Mathematical Analysis and Applications, 2006
Tingbin Cao, Hong-Xun Yi
exaly  

Iterated Elimination Procedures

Economic Theory, 2020
Chen Qu, Xiao Luo
exaly  

Ordering and directionality of iterative rules

Paper in Linguistics, 1973
John T. Jensen, Margaret Stong‐Jensen
openaire   +1 more source

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