activity
20092024
most citedSpecial 2-flags in lengths not exceeding four: a study in strong nilpotency of distributions

4 citations · 8 across the 3 of their papers we have counts for

collaborators

6 papers

math.DG2024

Local moduli in the special 2-flags of length 5

Piotr Mormul

A number of key issues concerning distributions generating 1-flags(most often called Goursat flags) has been settled over the past 30 years. Presently similar questions are being d…

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.AG2018

Order of tangency between manifolds

Wojciech Domitrz, Piotr Mormul, Piotr Pragacz

We study the order of tangency between two manifolds of same dimension and give that notion three quite different geometric interpretations. Related aspects of the order of tangenc…

math.DG2011

Small growth vectors of the compactifications of the contact systems on

Piotr Mormul

It is well known that the compactifications of the canonical contact systems living on real jet spaces , , are locally universal Goursat distributions, …

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…

math.DG2009★ 4 cited

Singularity Classes of Special 2-Flags

Piotr Mormul

In the paper we discuss certain classes of vector distributions in the tangent bundles to manifolds, obtained by series of applications of the so-called generalized Cartan prolonga…