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A factorization of harmonic maps into Semisimple Lie groups
Published 15 Jun 2015 in math.DG | (1506.04596v2)
Abstract: We factorize harmonic maps with values in a semisimple Lie groups in a product of harmonic maps with values in the components of the Iwasawa decomposition. In particular, we use this factorization to study the harmonic maps from $\mathbb{R}n$ into $SL(2,\mathbb{R})$.
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