Примеры использования Hamiltonian на Английском языке и их переводы на Русский язык
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The Holt graph is Hamiltonian.
The Hamiltonian generates the time evolution of quantum states.
Every prism graph has a Hamiltonian cycle.
Hamiltonian mechanics: Legendre transformation, Hamilton function.
Every Fibonacci cube has a Hamiltonian path.
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The integrability of Hamiltonian vector fields is an open question.
In all other cases it has a Hamiltonian cycle.
Define the average Hamiltonian(without the kinetic terms) per particle.
They are the trees whose square is a Hamiltonian graph.
The Petersen graph has a Hamiltonian path but no Hamiltonian cycle.
Every connected indifference graph has a Hamiltonian path.
The Dürer graph is Hamiltonian, with ICF notation.
In other words, the symmetry operators commute with the Hamiltonian.
The 5-regular Clebsch graph is hamiltonian, non planar and non eulerian.
This argument also gives an algorithm for finding the Hamiltonian path.
The F26A graph is Hamiltonian and can be described by the ICF notation 13.
It is the smallest bridgeless cubic graph with no Hamiltonian cycle.
Compute the sample mean of the Hamiltonian for systems of different size.
It is also a 3-vertex-connected and a 3-edge-connected Hamiltonian graph.
If G has a Hamiltonian cycle, then so does μ(G) Fisher, McKenna& Boyer 1998.
The function H is known as the Hamiltonian or the energy function.
Then, according to the conjecture,the graph of the polyhedron has a Hamiltonian cycle.
More strongly, whenever G2 is Hamiltonian, it is also pancyclic.
Fibonacci cubes with an even number of nodes greater than two have a Hamiltonian cycle.
Moreover, any Halin graph remains Hamiltonian after deletion of any vertex.
Construction and Stabilization Program Motions of Nonautonomous Hamiltonian Systems.
The Desargues graph is Hamiltonian and can be constructed from the ICF notation: 5.
An analogous property holds for acyclic n-bit Gray codes and Hamiltonian paths.
Let G be a finite planar graph with a Hamiltonian cycle C, with a fixed planar embedding.
The Hamiltonian is a particularly ubiquitous quantity in quantum mechanics see Hamiltonian quantum mechanics.