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The exponential map of GL(N)
release_tc4itl4dcfeozhru6zvn3s5d7u
by
Alexander Laufer
Released
as a article
.
1996
Abstract
A finite expansion of the exponential map for a N× N matrix is
presented. The method uses the Cayley-Hamilton theorem for writing the higher
matrix powers in terms of the first N-1 ones. The resulting sums over the
corresponding coefficients are rational functions of the eigenvalues of the
matrix.
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