P. Mormul

activity

20102018

most citedSpecial 2-flags in lengths not exceeding four: a study in strong nilpotency of distributions

4 citations · 4 across the 2 of their papers we have counts for

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math.DG2018

Symmetries of special 2-flags

Piotr Mormul, Fernand Pelletier

This work is a continuation of authors' research interrupted in the year 2010. Derived are recursive relations describing for the first time all infinitesimal symmetries of special…

math.DG2011

Small growth vectors of the compactifications of the contact systems on $J^{r} (1, 1)$

Piotr Mormul

It is well known that the compactifications of the canonical contact systems living on real jet spaces $J^{r} (1, 1)$ , $r \geq 2$ , are locally universal Goursat distributions, $Δ^{r}$ …

math.DG2010★ 4 cited

Special 2-flags in lengths not exceeding four: a study in strong nilpotency of distributions

Piotr Mormul, Fernand Pelletier

In the recent years, a number of issues concerning distributions generating 1- flags (called also Goursat flags) has been analyzed. Presently similar questions are discussed as reg…

Symmetries of special 2-flags

Small growth vectors of the compactifications of the contact systems on Jr(1,1)

Special 2-flags in lengths not exceeding four: a study in strong nilpotency of distributions

Small growth vectors of the compactifications of the contact systems on $J^{r} (1, 1)$