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Paper   IPM / M / 17641
School of Mathematics
  Title:   Generalized Jordan forms of matrices over division rings
  Author(s):  Mojtaba Ramezan-Nassab (Joint with M. Hoang Bien, and T. N. Son and L.Q. Truong)
  Status:   To Appear
  Journal: J. Algebra Appl.
  Supported by:  IPM
Let D be a division ring that is algebraic over its center F. The aim of this paper is to describe certain classes of triangular matrices over D that are similar to generalized Jordan forms, namely: (1) the class of finite triangular matrices, and (2) the class of infinite triangular matrices whose all diagonal entries, except possibly finitely many, belong to F.

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