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Manuel de León

C/ Nicolás Cabrera 13–15, Campus Cantoblanco, UAM 28049 Madrid, Spain


Esen O., Jiménez V. M., de León M., Sardón C.
Reduction of a Hamilton – Jacobi Equation for Nonholonomic Systems
2019, vol. 24, no. 5, pp.  525-559
We discuss, in all generality, the reduction of the Hamilton – Jacobi equation for systems subject to nonholonomic constraints and invariant under the action of a group of symmetries.We consider nonholonomic systems subject to both linear and nonlinear constraints and with different positioning of such constraints with respect to the symmetries.
Keywords: Hamilton – Jacobi, theory of reduction, nonholonomic systems; constrained systems, nonlinear constraints, reconstruction, symplectic reduction, Marsden –Weinstein reduction, symmetries
Citation: Esen O., Jiménez V. M., de León M., Sardón C.,  Reduction of a Hamilton – Jacobi Equation for Nonholonomic Systems, Regular and Chaotic Dynamics, 2019, vol. 24, no. 5, pp. 525-559

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