论文标题
非零的收缩指数的密度，用于在HOM上捏合共生（S^1）
Density of non-zero exponent of contraction for pinching cocycles on Hom(S^1)
论文作者
论文摘要
我们考虑在双曲线碱基上捏合圆形的同态晶状体的值。使用MALACET的不变性原理，我们证明具有非零收缩指数的同伴是密集的。在本文中，我们将一些共同的概念推广到了非线性非差异性情况的线性共生和差异性的结果。
We consider pinching cocycles taking values in the space of homeomorphisms of the circle over an hyperbolic base. Using the Invariance Principle of Malicet, we prove that the cocycles having non-zero exponents of contraction are dense. In this article we generalize some common notions an results known of linear cocycles and cocycles of diffeomorphisms, to the non-linear non-differentiable case.
