summary:The paper contains the proof of the classification theorem for two-parametric space motions with at least 5 points with plane trajectories. The proof is based on [1] and on the cannonical form of a certain tensor of order 3. The second part of the paper deals with the problem of plane trajectories from the differential-geometrical point of view. Some applications are given
AbstractIn this paper, the Dual Bishop darboux rotation axis for dual timelike space curve in the se...
The theory construction of the trajectory classification of inregrated hamiltonian systems with two ...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...
summary:The paper contains the proof of the classification theorem for two-parametric space motions ...
summary:The paper deals with one-parametric projective plane motins with the property that all point...
summary:The paper is devoted to Euclidean space motions with two straight trajectories on two given ...
summary:The paper contains the solution of the classification problem for all motions in the complex...
summary:In this paper the author finds and describes all similarity space motions, which have only p...
In this work, we approach the interesting problem of representing and studying the position, velocit...
summary:The paper deals with the local differential geometry of two-parametric motions in the Euclid...
summary:The author studies the Euclidean space motions with the property that the trajectory of ever...
The investigation of various properties of integrated hamiltonian systems, the subject of study of w...
An analytical treatment of plane kinematics can be based upon the concepts of instantaneous invarian...
The problem of motion of a homogeneous ball on a routh horizontal plane is considered. It is known t...
The Bishop darboux rotation for Spacelike curves with a spacelike Principal Normal in Minkowski 3-sp...
AbstractIn this paper, the Dual Bishop darboux rotation axis for dual timelike space curve in the se...
The theory construction of the trajectory classification of inregrated hamiltonian systems with two ...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...
summary:The paper contains the proof of the classification theorem for two-parametric space motions ...
summary:The paper deals with one-parametric projective plane motins with the property that all point...
summary:The paper is devoted to Euclidean space motions with two straight trajectories on two given ...
summary:The paper contains the solution of the classification problem for all motions in the complex...
summary:In this paper the author finds and describes all similarity space motions, which have only p...
In this work, we approach the interesting problem of representing and studying the position, velocit...
summary:The paper deals with the local differential geometry of two-parametric motions in the Euclid...
summary:The author studies the Euclidean space motions with the property that the trajectory of ever...
The investigation of various properties of integrated hamiltonian systems, the subject of study of w...
An analytical treatment of plane kinematics can be based upon the concepts of instantaneous invarian...
The problem of motion of a homogeneous ball on a routh horizontal plane is considered. It is known t...
The Bishop darboux rotation for Spacelike curves with a spacelike Principal Normal in Minkowski 3-sp...
AbstractIn this paper, the Dual Bishop darboux rotation axis for dual timelike space curve in the se...
The theory construction of the trajectory classification of inregrated hamiltonian systems with two ...
In this article, we investigate two-parameter motions in the complex plane. Also, we refer to some d...