Can I read Notation for Iteration of Functions, Iteral on EtoBox?

Notation for Iteration of Functions, Iteral by Salov, Valerii is a scholarly article available to read on EtoBox.

What is Notation for Iteration of Functions, Iteral about?

A new mathematical notation is proposed for the iteration of functions. It facilitates the application of the iteration of functions in mathematical and logical expressions, definitions of sets, and formulations of algorithms. Illustrations of the notation include definitions of constant points, periodic points, a filled-in Julia set, the Mandelbrot set, iterations of a logistic map, the double-approximating procedure for solving the Lorenz equations, a description of a financial time series, and reordering nonnegative integers useful for the investigation of the Collatz's (3x+1)/2 convergence problem. The terms iteral and iteral of function are suggested to name the new denomination.

Author

Salov, Valerii

Published

2012

Language

EN