Abstract
For each positive integer g, we construct a one-parameter family of spectral curves for D-2 symmetric charge 2g + 1 SU(2) BPS monopoles. Each spectral curve is reducible, and is the union of a line with g elliptic curves. We show that such a monopole is related to a g-gap Lame potential. Other symmetric monopoles. related to elliptic curves, are also shown to have a similar correspondence. A suggestion is made on how this observation may be of use in the construction of new spectral curves.
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