summary:The paper deals with one-parametric projective plane motins with the property that all points of the inflexion cubic have straight trajectories. It is shown that such motions have in the general case projective equivalent trajectories and that the inflexion cubic is in general irreducible. The cases of the above mentioned motions with reducible inflexion cubic are discussed in detail. The connection with the Darboux property is also mentioned
AbstractThis article presented to Combinatorics 2006 is a survey of finite projective planes and the...
This paper investigates critical configurations for projective reconstruction from multiple images t...
Hjelmslev-Moufang planes are point-line geometries related to the exceptional algebraic groups of ty...
summary:The paper deals with one-parametric projective plane motins with the property that all point...
summary:The paper contains the proof of the classification theorem for two-parametric space motions ...
summary:The paper contains the solution of the classification problem for all motions in the complex...
summary:In this paper all projective plane motions with straight trajectories are described. Matrix ...
summary:The paper is devoted to Euclidean space motions with two straight trajectories on two given ...
We first review theoretical results for the problem of estimating single and multiple transparent mo...
In this study, we consider the kinematics of the hyperbolic plane and define the notions of inflecti...
This paper published in the Proceedings of the Integer Programming and Combinatorial Optimization Co...
summary:The author studies the Euclidean space motions with the property that the trajectory of ever...
summary:In this paper the author finds and describes all similarity space motions, which have only p...
20 pages, 4 figuresGiven a real vector space V of finite dimension, together with a particular homog...
This paper investigates critical configurations for projective reconstruction from multiple images t...
AbstractThis article presented to Combinatorics 2006 is a survey of finite projective planes and the...
This paper investigates critical configurations for projective reconstruction from multiple images t...
Hjelmslev-Moufang planes are point-line geometries related to the exceptional algebraic groups of ty...
summary:The paper deals with one-parametric projective plane motins with the property that all point...
summary:The paper contains the proof of the classification theorem for two-parametric space motions ...
summary:The paper contains the solution of the classification problem for all motions in the complex...
summary:In this paper all projective plane motions with straight trajectories are described. Matrix ...
summary:The paper is devoted to Euclidean space motions with two straight trajectories on two given ...
We first review theoretical results for the problem of estimating single and multiple transparent mo...
In this study, we consider the kinematics of the hyperbolic plane and define the notions of inflecti...
This paper published in the Proceedings of the Integer Programming and Combinatorial Optimization Co...
summary:The author studies the Euclidean space motions with the property that the trajectory of ever...
summary:In this paper the author finds and describes all similarity space motions, which have only p...
20 pages, 4 figuresGiven a real vector space V of finite dimension, together with a particular homog...
This paper investigates critical configurations for projective reconstruction from multiple images t...
AbstractThis article presented to Combinatorics 2006 is a survey of finite projective planes and the...
This paper investigates critical configurations for projective reconstruction from multiple images t...
Hjelmslev-Moufang planes are point-line geometries related to the exceptional algebraic groups of ty...