Effective equidistribution theorems for products of SL_2 factors

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Amir Mohammadi, UC Berkeley
Fine Hall 314

There has been considerable activity in establishing effective versions of equidistribution theorems in homogeneous dynamics in recent years. In this talk, we report on new results concerning effective equidistribution for one-parameter unipotent subgroups acting on S-rithmetic quotients of products of an arbitrary number of SL_2 factors. This work is joint with Elon Lindenstrauss and Lei Yang.