This is a very interesting and well-written expository paper on the Hamiltonian formulation for constrained systems and its symmetry from the geometrical point of view. Coordinate-free and coordinate-based methods are both used throughout the paper, making both geometrical and physical concepts transparent. The paper is divided into two parts. Part I is devoted to dynamics while part II deals with symmetries, and contains three appendices where some calculations and proofs are exhibited. Both the mathematically as well as the physically inclined reader will certainly find enough motivation to read this paper
In this paper, a symplectic algorithm is utilized to investigate constrained Hamiltonian systems. Ho...
This book is an introduction to the field of constrained Hamiltonian systems and their quantization,...
This dissertation is concerned with dynamic modeling and kinematic control of constrained mechanical...
1+96 pages, No figure, Expanded version of a lecture note by J.-H. Park at Sogang University, Seoul ...
A geometric analysis of the SHAKE and RATTLE methods for constrained Hamiltonian problems is carried...
A geometric analysis of the SHAKE and RATTLE methods for constrained Hamiltonian problems is carried...
The paper under review is devoted to the task of expressing the principles of classical dynamics in ...
A natural and very important development of constrained system theory is a detail study of the relat...
A comparison between Hamiltonian and Lagrangian formulations, for constrained system is done. It is ...
This paper presents a geometrical approach to the dynamical reduction of a class of constrained mech...
A general analysis of symmetries and constraints for singular Lagrangian systems is given. It is sho...
AbstractA geometric framework for constrained dynamical systems is presented. It allows to describe ...
This paper presents a geometrical approach to the dynamical reduction of a class of constrained mech...
26 pages.-- PACS: 45.30.+sA general model is proposed for constrained dynamical systems on a symplec...
The Dirac analysis of constrained Hamiltonian mechanics is one of the conventional precursors to the...
In this paper, a symplectic algorithm is utilized to investigate constrained Hamiltonian systems. Ho...
This book is an introduction to the field of constrained Hamiltonian systems and their quantization,...
This dissertation is concerned with dynamic modeling and kinematic control of constrained mechanical...
1+96 pages, No figure, Expanded version of a lecture note by J.-H. Park at Sogang University, Seoul ...
A geometric analysis of the SHAKE and RATTLE methods for constrained Hamiltonian problems is carried...
A geometric analysis of the SHAKE and RATTLE methods for constrained Hamiltonian problems is carried...
The paper under review is devoted to the task of expressing the principles of classical dynamics in ...
A natural and very important development of constrained system theory is a detail study of the relat...
A comparison between Hamiltonian and Lagrangian formulations, for constrained system is done. It is ...
This paper presents a geometrical approach to the dynamical reduction of a class of constrained mech...
A general analysis of symmetries and constraints for singular Lagrangian systems is given. It is sho...
AbstractA geometric framework for constrained dynamical systems is presented. It allows to describe ...
This paper presents a geometrical approach to the dynamical reduction of a class of constrained mech...
26 pages.-- PACS: 45.30.+sA general model is proposed for constrained dynamical systems on a symplec...
The Dirac analysis of constrained Hamiltonian mechanics is one of the conventional precursors to the...
In this paper, a symplectic algorithm is utilized to investigate constrained Hamiltonian systems. Ho...
This book is an introduction to the field of constrained Hamiltonian systems and their quantization,...
This dissertation is concerned with dynamic modeling and kinematic control of constrained mechanical...