关于p为任意正整数时简单非线性递推式$y(\ell + 1) = [1-y(\ell)]^p$的若干性质
Some properties of the simple nonlinear recursion $y(\ell + 1) = [1-y(\ell)]^p$ with $p$ an arbitrary positive integer
AI总结：
该研究探讨了p为任意正整数的简单非线性递推式$y(\ell + 1) = [1-y(\ell)]^p$的性质，指出其解的行为易于确定。
摘要：
研究表明，非线性递推式$y(\ell + 1) = [1-y(\ell)]^p$（其中因变量$y(l)$为实数，自变量$\ell=0,1,2\dots$，$p$为任意正整数）的解的行为是易于确定的。
英文摘要：
It is shown that the behavior of the solutions of the nonlinear recursion $y(\ell + 1) = [1-y(\ell)]^p$ -- where the dependent variable $y(l)$ is a real number, $\ell= 0; 1; 2...$ is the independent variable, and $p$ is an arbitrary positive integer -- is easily ascertainable.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
