Higher Teichmüller spaces: from SL(2,) to other Lie groups
Marc BurgerETH Zürich, Switzerland
Alessandra IozziETH Zentrum, Zürich, Switzerland
Anna WienhardUniversität Heidelberg, Germany
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We review the Fricke–Klein space of a surface with puncture from the point of view of the bounded Euler class and Goldman’s theorem and we extend this point of view to the study of representations of fundamental groups of punctures surfaces into Lie groups of Hermitian type.