n, m) equations also possess Hamiltonian
The optimized values of the nine parameters of the Hamiltonian
In  we take advantage of the special properties of the stochastic Hamiltonian
systems preserving the Hamiltonian
functions to propose computationally efficient symplectic schemes.
Against the three Hamiltonian
points noted above, he posed a natural order, the individuality of interests, and the logic of cause and effect.
With the vanishing of the variation in time, as it is required for the Lagrange function in the principle of least action, for the variation of the Hamiltonian
n] is Hamiltonian
if and only if either m or n is even.
In the nonrelativistic case (v [much less than] c) and a weak potential field the relation (1) is reduced to the nonrelativistic approximation of the Hamiltonian
in an alpha field:
The first interesting case of a completely degenerate finite dimensional Hamiltonian
structure occurs in three dimensions.
Authors' derivations vary in how they present the Hamiltonian
(the analogy in optimal control theory to the Lagrangian).
This paper considers these questions by looking at the Lagrangian and Hamiltonian
formulations of classical mechanics.
As far as physics is concerned I shall first deal with the scope of the advances of the theories of classical mechanics, in particular I shall mention only singular advances from Newtonian Mechanics to Lagrangean and to Hamiltonian
The South's ideology was therefore much more Hamiltonian
, as opposed to Jeffersonian, than I had previously thought.
sigma]]) can be written as the linear Hamiltonian
To develop the decision support system for courier dispatching, the problem is defined as finding the Hamiltonian
circuit  with the minimum time, minimum distance and type of route travelled.
In this study, he, first, introduced Hamiltonian
system with Rashba effect to study the dynamism of sublayer and electron spin states convolution in a two-dimensional quantum dot.