ereprof. dr. Frans Cantrijn
Show
Sort by
-
- Journal Article
- A1
- open access
Aspects of reduction and transformation of Lagrangian systems with symmetry
-
- Journal Article
- A1
- open access
Routh reduction and the class of magnetic Lagrangian systems
-
- Journal Article
- A1
- open access
Routhian reduction for quasi-invariant Lagrangians
-
Differential Geometric Methods in Mechanics and Field Theory
Frans Cantrijn (UGent) , Michael Crampin (UGent) and Bavo Langerock (UGent)(2007) -
- Book Chapter
- open access
The Skinner-Rusk approach for vakonomic and nonholonomic field theories
-
- Journal Article
- A1
- open access
Discrete Lagrangian field theories on Lie groupoids
-
International Journal of Geometric Methods in Modern Physics
Frans Cantrijn (UGent)(2006) -
- Journal Article
- A1
- open access
Geometric aspects of nonholonomic field theories
-
Adjoint symmetries and the generation of first integrals in non-holonomic mechanics
-
Applied Differential Geometry and Mechanics
Willy Sarlet (UGent) and Frans Cantrijn (UGent)(2003) -
Proceedings of the sixth National Congress on Theoretical and Applied Mechanics
Erik Dick (UGent) , Jan Vierendeels (UGent) , Frans Cantrijn (UGent) , G Campion and C Lacor(2003) -
Generalised connections over a vector bundle map
-
On the geometry of generalized Chaplygin systems.
-
Cosymplectic reduction of constrained systems with symmetry
-
Skinner-Rusk approach to time-dependent mechanics.
-
On almost-Poisson structures in nonholonomic mechanics II : the time-dependent framework
-
Reduction of constrained systems with symmetries
-
On almost-Poisson structures in nonholonomic mechanics
-
On the geometry of multisymplectic manifolds
-
Regularity aspects and Hamiltonization of non-holonomic systems
-
Symmetries, separability and volume forms
-
Reduction of nonholonomic mechanical systems with symmetries
-
Some aspects of multisymplectic geometry
-
The momentum equation for non-holonomic systems with symmetry
-
A differential geometric setting for mixed first- and second-order ordinary differential equations
-
A geometrical framework for the study of non-holonomic Lagrangian systems .2.
-
Complete separability of time-dependent second-order ordinary differential equations.
-
Derivations of forms along a map: the framework for time-dependent second-order equations
-
A geometrical framework for the study of non-holonomic Lagrangian systems
-
- Journal Article
- A2
- open access
Application of the theory of separability of second-order differential equations
-
Normalized momentum maps and reduction
-
Gradient vector-fields on cosymplectic manifolds
-
The canonical isomorphism between TkT∗M and T*TkM
-
Pseudo-symmetries, Noether's theorem and the adjoint equation
-
Evading the inverse problem for second-order ordinary differential equations by using additional variables
-
Higher-order differential equations and higher-order lagrangian mechanics
-
First integrals versus configurational invariants and a weak form of complete integrability
-
A new look at second-order equations and Lagrangian mechanics
-
Symmetries, first integrals, and the inverse problem of Lagrangian mechanics. II
-
A generalization of the nonlinear superposition idea for Ermakov systems
-
Symmetries and conservation laws for generalized hamiltonian systems
-
Higher-order Noether symmetries and constants of the motion
-
- Journal Article
- A1
- open access
Generalizations of Noether’s theorem in classical mechanics
-
Note on symmetries and invariants for second-order ordinary differential equations