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首页> 外文期刊>Discrete and continuous dynamical systems >RENORMALIZATION OF TWO-DIMENSIONAL PIECEWISE LINEAR MAPS: ABUNDANCE OF 2-D STRANGE ATTRACTORS
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RENORMALIZATION OF TWO-DIMENSIONAL PIECEWISE LINEAR MAPS: ABUNDANCE OF 2-D STRANGE ATTRACTORS

机译:二维分段线性映射的重新归一化:二维奇异吸引子的丰度

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摘要

For a two parameter family of two-dimensional piecewise linear maps and for every natural number n, we prove not only the existence of intervals of parameters for which the respective maps are n times renormalizable but also we show the existence of intervals of parameters where the coexistence of at least 2™ strange attractors takes place. This family of maps contains the two-dimensional extension of the classical one-dimensional family of tent maps.
机译:对于二维分段线性映射的两个参数族以及每个自然数n,我们不仅证明了存在各自的映射可以n次重整化的参数的间隔,而且还证明了存在参数间隔的情况至少存在2个奇异吸引子并存。此地图族包含经典一维帐篷地图族的二维扩展。

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