Примеры использования Embeddings на Английском языке и их переводы на Русский язык
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Because of this characterization by Hamiltonian cycles, graphs that have two-page book embeddings are also known as subhamiltonian graphs.
In the present paper we study embeddings of some spaces of functions of generalized bounded variation into classes of functions with given majorant of average modulus of continuity introduced by B.
fundamental connection between the theory of graph minors and topological embeddings.
spatial embeddings of graphs, and graphs as topological spaces.
Embeddings of Generalized Bounded Variation Function Spaces into Spaces of Functions with Given Majorant of Average Modulus of Continuity.
We deduce from the Minc result the completeness of the van Kampen obstruction to approximability by embeddings of piecewise linear maps I R2.
In 2012, Taylor extended this algorithm to generate all permutations of cyclic edge-order for planar embeddings of biconnected components.
K G⊂ R2 is approximable by embeddings, then the map ϕ′ is approximable by embeddings.
Although linkless and flat embeddings are not the same, the graphs that have linkless embeddings are the same as the graphs that have flat embeddings.
Since the Tutte polynomial is invariant under embeddings, this result shows that every medial graph has the same sum of these weighted Eulerian orientations.
absence of more complex knots and links in their embeddings, or by linkless embedding in three-dimensional manifolds other than Euclidean space.
Ustalov Joining Dictionaries and Word Embeddings for Ontology Induction Proceedings of the Institute for System Programming.
Horst Sachs had previously studied such embeddings, shown that the seven graphs of the Petersen family do not have such embeddings,
Embeddings are codings of categorical values into high-dimensional real-valued(sometimes complex-valued)
For this special class of graphs, it is possible to find succinct greedy embeddings into a Euclidean space of polylogarithmic dimension, with the additional
In a multi-paper sequence, Dynnikov has studied the topological book embeddings of knots and links,
The proof of this result also implies that for some pairs of graphs that have simultaneous geometric embeddings, the smallest grid on which they can be drawn has doubly exponential size.
there should exist an embedding fi: Ki R2 such that the map fi ϕi is approximable by embeddings and fi+1 is 2-i-close to fi ϕi.
graphs of bounded local treewidth have embeddings of volume O(n log n),
One of these two embeddings forms a torus,