Symmetry theory of the Hamilton-Tabarrok-Leech''''s canonical equations in generalized classical mechanics
广义经典力学中Hamilton-Tabarrok-Leech 正则方程的对称性理论

Symmetry theory of the generalized Hamilton-Tabarrok-Leech's canonical equations is presented.The differential equations of motion of systems are written.The Noether symmetry,the form invariance and the Lie symmetry of systems are studied,and the corresponding conserved quantities are found.Finally,an example is given to illustrate the application of the results.