青云英语翻译

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翻译结果1翻译结果2 翻译结果3翻译结果4翻译结果5

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完全可以解决的,三维地图或不变测度的地图之一,是著名的乌兰冯诺依曼图[9] F(X)= X(1 - X)(Logisticmapforμ= 1)。在这里,我们概括这些映射到一个参数不变测度,参考图[10]是拓扑共轭这个层次结构(广义乌拉姆冯诺依曼)的第一张地图的地图家庭层次。

翻译结果2复制译文编辑译文朗读译文返回顶部

精确可解之一、 一个三维地图或不变测度的映射是众所周知的乌拉姆冯诺伊曼图 [9] f = x(1−x) (Logisticmapfor μ = 1)。在这里我们概括的单参数家庭的地图不变测度,地图参考 [10] 在哪里拓扑共轭焦虑地图 (广义乌拉姆 Von Neumann) 此层次结构的层次结构,这些地图。

翻译结果3复制译文编辑译文朗读译文返回顶部

精确可解之一、 一个三维地图或不变测度的映射是众所周知的乌拉姆冯诺伊曼图 [9] f = x(1−x) (Logisticmapfor μ = 1)。在这里我们概括的单参数家庭的地图不变测度,地图参考 [10] 在哪里拓扑共轭焦虑地图 (广义乌拉姆 Von Neumann) 此层次结构的层次结构,这些地图。

翻译结果4复制译文编辑译文朗读译文返回顶部

一个确切的军种,一维的地图或地图与区域性后备措施是众所周知的纽曼ulam-von地图[9]f(x)=x(1-X)(logisticmapforΜ=1)。 在这里,我们概括这些地图的等级制度的一个参数的家庭地图与区域性后备措施,如该地图的参考[10]是经分类的准备阶段共轭地图(普遍ulam-von诺伊曼)的这一等级。

翻译结果5复制译文编辑译文朗读译文返回顶部

一个确切地可解,一尺寸地图或地图以不变式的措施是知名的Ulam冯Neumann地图[9] f (x) = x (1−x) (Logisticmapfor μ = 1)。 我们这里推断这些地图到地图一参量家庭阶层以不变式的措施,地图参考[10]拓扑学地是共轭对first地图(广义Ulam冯Neumann)这个阶层。
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