most citedAutomorphisms of Flag Systems

7 citations · 9 across the 6 of their papers we have counts for

collaborators

6 papers

math.DG2016

On the local equivalence of partial differential equations

A. Kumpera

In all the practical applications of partial differential equations, what is mostly needed and what is in fact hardest to obtains are the solutions of the system or, occasionally,…

math.DG2016

Group invariance of integrable Pfaffian systems

A. Kumpera

Let be an integrable Pfaffian system. If it is invariant under a transversally free infinitesimal action of a finite dimensional real Lie algebra and consequently…

math.DG2016

Non-Integrable Pfaffian Systems

A. Kumpera

We discuss a recurrent geometrical method, due to Élie Cartan and von Weber ([1],[11]) enabling us to determine, step by step, the maximal integral manifolds of a not necessarily i…

math.DG2014

On The Equivalence Problem for Geometric Structures, II

Antonio Kumpera

This paper is a continuation of Part I where the general setup was developed. Here we discuss the general equivalence problem for geometric structures and provide criteria for the…

math.DG20142 cited

On The Equivalence Problem for Geometric Structures, I

Antonio Kumpera

We discuss the local and global problems for the equivalence of geometric structures of an arbitrary order and, in later sections, attention is given to what really matters, namely…

math.DG20147 cited

Automorphisms of Flag Systems

A. Kumpera

We first discuss the problems in the theory of ordinary differential equations that gave rise to the concept of a flag system and illustrate these with the Cartan criterion for Mon…