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Shrinking targets problems for flows on homogeneous spaces

By Dubi Kelmer and Shucheng Yu
We study shrinking targets problems for discrete time flows on a homogenous space \Gamma\backslash G with G a semisimple group and \Gamma an irreducible lattice. Our results apply to both diagonalizable and unipotent flows, and apply to very general families of shrinking targets. As a special case, we establish logarithm... Show more
September 21, 2017
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Shrinking targets problems for flows on homogeneous spaces
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