Examples of 'hamiltonian' in a sentence
Meaning of "hamiltonian"
hamiltonian (adjective): Relating to or characteristic of Alexander Hamilton, an American statesman and one of the Founding Fathers of the United States
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- Of, attributed to or inspired by the Irish mathematician, astronomer and physicist William Rowan Hamilton (1805–1865).
- That visits each vertex exactly once.
- Containing a Hamiltonian cycle.
- Advocated by Alexander Hamilton.
How to use "hamiltonian" in a sentence
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hamiltonian
Hamiltonian dynamics can be used for this.
We have to split the hamiltonian into two parts.
Hamiltonian systems can be generalized in various ways.
Expected computation time for hamiltonian path problem.
Hamiltonian chaos has a very special flavour.
A circuit of this type will be called a hamiltonian circuit.
Hamiltonian systems can be classified as integrable and nonintegrable.
The equation will be treated as perturbation of an integrable hamiltonian system.
Hamiltonian problems and volume preservation.
These results were used to development a effective hamiltonian based on zhang model.
Hamiltonian systems and dynamical systems of geometric origin.
Usingan explicit diagonalization of the hamiltonian he proved some properties of return to equilibrium.
Hamiltonian circuits in random graphs.
The hopping between layers of the hamiltonian are calculated from the interatomic distances.
Hamiltonian and energy eigenstates.
See also
With our approach the factorization method is generalized and a hamiltonian hierarchy is constructed.
Hamiltonian dynamics and applications.
This allows to substitute the eigenvalues of the stationary states in the total hamiltonian.
Hamiltonian systems on symplectic manifolds tend to have many periodic orbits.
We start by establishing the relation between generic magnetic configurations and hamiltonian dynamical systems.
Our hamiltonian provides the basis to build a numerical symplectic integrator.
The first result obtain a formula for the topological pressure of some optical hamiltonian flows.
Hamiltonian vector field.
It is based on the Hamiltonian formulation of quantum mechanics.
Hamiltonian path is a path that visits each vertex exactly once.
We have seen that an Hamiltonian of the form.
Hamiltonian systems are reversible.
In all other cases it has a Hamiltonian cycle.
Hamiltonian systems in stellar and planetary dynamics are typically near integrable.
He proposed symplectic algorithms for Hamiltonian systems.
Hamiltonian is formulated.
Every prism graph has a Hamiltonian cycle.
Our goal is to find a hamiltonian circuit that optimizes both distance and shifting costs.
There is an analogous theorem for Hamiltonian mechanics.
The Hamiltonian case then becomes a corollary.
Conjugate coordinates of a mechanical system in Hamiltonian form.
A Hamiltonian that is not gapped is called gapless.
Taking the place of the classical Hamiltonian.
The Hamiltonian was much simplified in this reformulation.
An optical solution to the Hamiltonian problem has been proposed in.
The Hamiltonian for this model is given by.
Following are expressions for the Hamiltonian in a number of situations.
First a Hamiltonian for the nucleus is defined.
Both of these admit a Hamiltonian formulation.
The Hamiltonian equations can then be written.
Canonical coordinates are used in the Hamiltonian treatment of mechanics.
The Hamiltonian for a molecule in the presence of an.
Idea is that the Hamiltonian operator for the.
The Hamiltonian is quantized in the angular momentum representation.
A closely related formulation of classical mechanics is Hamiltonian mechanics.
