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Flux surfaces according to Killing magnetic vectors in Riemannian space $\mathbb{S}ol3$
In this paper, we determine, in 3-dimensional homogenous Riemannian space $%
\mathbb{S}ol3$, the parametric flux surfaces according to Killing magnetic
vectors and its associate scalar flux functions. An examples of shush
surfaces are presented with a graphical representation in Euclidean space.
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