%0 Generic %1 daugulis2011parametrization %A Daugulis, Peteris %D 2011 %K linear-algebra normal-forms %T A parametrization of matrix conjugacy orbit sets as unions of affine planes %U http://arxiv.org/abs/1110.0907 %X The problem of finding a canonical form of complex matrices up to conjugacy with the set of canonical matrices being a union of affine planes in the matrix space is considered. A solution of the problem is given producing a new canonical form for matrices over algebraically closed fields.

@misc{daugulis2011parametrization, abstract = {The problem of finding a canonical form of complex matrices up to conjugacy with the set of canonical matrices being a union of affine planes in the matrix space is considered. A solution of the problem is given producing a new canonical form for matrices over algebraically closed fields.}, added-at = {2020-10-28T16:41:30.000+0100}, author = {Daugulis, Peteris}, biburl = {https://www.bibsonomy.org/bibtex/23c6a236afe5c5f8ec7e4037b742d5978/usuasa}, description = {A parametrization of matrix conjugacy orbit sets as unions of affine planes}, interhash = {66cf9b77c1ebf32a7adf7b8f726bf56c}, intrahash = {3c6a236afe5c5f8ec7e4037b742d5978}, keywords = {linear-algebra normal-forms}, note = {cite arxiv:1110.0907Comment: a modified version of the same title paper submitted on 05.10.2011}, timestamp = {2020-10-28T16:41:30.000+0100}, title = {A parametrization of matrix conjugacy orbit sets as unions of affine planes}, url = {http://arxiv.org/abs/1110.0907}, year = 2011 }