Symmetries of special 2-flags
Piotr Mormul and Fernand Pelletier
Journal of Singularities
volume 21 (2020), 187-204
Received: 30 April 2018. Received in revised form: 14 November 2018.
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Abstract:
Derived are recursive relations describing for the first time all infinitesimal symmetries of special 2-flags (sometimes also misleadingly called `Goursat 2-flags'). When algorithmized to the software level, they will give an answer filling in the gap in knowledge as of 2010: on one side the local finite classification of special 2-flags known in lengths not exceeding four, on the other side the existence of a continuous numerical modulus of that classification in length seven.
Author(s) information:
Piotr Mormul | Fernand Pelletier |
Institute of Mathematics | Université de Savoie Mont Blanc (LAMA) |
University of Warsaw | 73370 Le Bourget-du-Lac |
Banach str. 2 | France |
02-097 Warsaw, Poland | |
email: mormul@mimuw.edu.pl | email: fernand.pelletier@univ-smb.fr |