DOIAbstract
In this paper we disclose hidden symmetries of a classical nonholonomic kinematic model and try to explain the geometric meaning of the basic invariants of vector distributions
In this paper we disclose hidden symmetries of a classical nonholonomic kinematic model and try to explain the geometric meaning of the basic invariants of vector distributions
In scaled relational particle mechanics, only relative times, relative angles and relative separatio...
International audienceBelinski, Khalatnikov, and Lifshitz pioneered the study of the statistical pro...
Van Holten's covariant algorithm for deriving conserved quantities is presented, with particular att...
Abstract—In this semi-expository paper we disclose hidden symmetries of a classical nonholo-nomic ki...
International audienceIn the present paper, we study the infinitesimal symmetries of the model of tw...
Understanding the exceptional Lie groups as the symmetry groups of simpler objects is a long-standi...
Understanding the exceptional Lie groups as the symmetry groups of simpler objects is a long-standin...
It is shown that physical signals and space-time intervals modeled on split-octonion geometry natura...
The spin-statistics conection is obtained for classical point particles. The connection holds within...
We discover a new property of the stochastic colored six-vertex model called flip-invariance. We use...
In this paper we give an overview over some aspects of the modern mathematical theory of Ruelle reso...
Abstract. The octonions are the largest of the four normed division algebras. While somewhat neglect...
We define a lattice statistical model on a triangulated manifold in four dimensions associated to a ...
We study the class of nonholonomic mechanical systems formed by a heavy symmetric ball that rolls wi...
This article reviews the role of hidden symmetries of dynamics in the study of physical systems, fro...
In scaled relational particle mechanics, only relative times, relative angles and relative separatio...
International audienceBelinski, Khalatnikov, and Lifshitz pioneered the study of the statistical pro...
Van Holten's covariant algorithm for deriving conserved quantities is presented, with particular att...
Abstract—In this semi-expository paper we disclose hidden symmetries of a classical nonholo-nomic ki...
International audienceIn the present paper, we study the infinitesimal symmetries of the model of tw...
Understanding the exceptional Lie groups as the symmetry groups of simpler objects is a long-standi...
Understanding the exceptional Lie groups as the symmetry groups of simpler objects is a long-standin...
It is shown that physical signals and space-time intervals modeled on split-octonion geometry natura...
The spin-statistics conection is obtained for classical point particles. The connection holds within...
We discover a new property of the stochastic colored six-vertex model called flip-invariance. We use...
In this paper we give an overview over some aspects of the modern mathematical theory of Ruelle reso...
Abstract. The octonions are the largest of the four normed division algebras. While somewhat neglect...
We define a lattice statistical model on a triangulated manifold in four dimensions associated to a ...
We study the class of nonholonomic mechanical systems formed by a heavy symmetric ball that rolls wi...
This article reviews the role of hidden symmetries of dynamics in the study of physical systems, fro...
In scaled relational particle mechanics, only relative times, relative angles and relative separatio...
International audienceBelinski, Khalatnikov, and Lifshitz pioneered the study of the statistical pro...
Van Holten's covariant algorithm for deriving conserved quantities is presented, with particular att...
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