activity
20152026
most citedIntrinsic and Apparent Singularities in Flat Differential Systems

3 citations · 6 across the 8 of their papers we have counts for

collaborators

8 papers

math.DG2026

Local Integrable Symmetries of Diffieties

François Ollivier, Yirmeyahu J. Kaminski

In the framework of diffieties, introduced by Vinogradov, we introduce integrable infinitesimal symmetries and show that they define a one parameter pseudogroup of local diffiety m…

math.DS2025

On the Equilibrium Locus of a Parameterized Dynamical System with Independent First Integrals

Yirmeyahu Kaminski, Pierre Lochak

For a family of dynamical systems with independent first integrals evolving in a compact region of an Euclidean space, we study the equilibrium locus. We show that under mi…

math.AG2025

On The Geometry and Topology of Cayley Condition in Poncelet Porism for Triangles

Yirmeyahu Kaminski

This paper investigates the differential-geometric and topological properties of the Cayley condition in Poncelet porism for triangles, defined as the locus of pairs of non-degener…

math.OC2022

Flat singularities of chained systems, illustrated with an aircraft model

Yirmeyahu J. Kaminski, François Ollivier

We consider flat differential control systems for which there exist flat outputs that are part of the state variables and study them using Jacobi bound. We introduce a notion of sa…

math.OC2019★ 3 cited

On Singularities of Flat Affine Systems With States and Controls

Yirmeyahu J. Kaminski, Jean Lévine, François Ollivier

We study the set of intrinsic singularities of flat affine systems with controls and states using the notion of Lie-Bäcklund atlas, previously introduced by the authors.…

math.OC2017★ 3 cited

Intrinsic and Apparent Singularities in Flat Differential Systems

Y. J. Kaminski, J. Levine, F. Ollivier

In this paper, we study the singularities of locally flat systems, motivated by the solution, if it exists, of the global motion planning problem for such systems, in the spirit of…

math.GN2015

Equilibrium Locus of The Flow on Circular Networks of Cells

Yirmeyahu J. Kaminski

We perform a geometric study of the equilibrium locus of the flow that models the diffusion process over a circular network of cells. We prove that when considering the set of all…

cs.CV2015

General Deformations of Point Configurations Viewed By a Pinhole Model Camera

Yirmeyahu Kaminski, Michael Werman

This paper is a theoretical study of the following Non-Rigid Structure from Motion problem. What can be computed from a monocular view of a parametrically deforming set of points?…