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4
votes
Can we say that everywhere where it makes sense $\log_0 x=0^x$? Are they equal, the function...
Experimenting with Maple, it seems Maple's definition of $0^A$, where $A$ is
a square matrix, will be:
$\bullet\;$If $A$ is diagonalizable, Say $A = Q^{-1} D Q$ with
$D = \operatorname{diag}(a_1,\dot …