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A problem on conjugacy of matrices |
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| Authors: | Moshe Roitman |
| Affiliation: | Institute of Mathematics The Hebrew University of Jerusalem, Israel |
| Abstract: | Let F be an infinite field and n?12. Then the number of conjugacy classes of the upper triangular nilpotent matrices in Mn(F) under action by the subgroup of GLn(F) consisting of all the upper triangular matrices is infinite. |
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