combinatorial structures造句

例句与造句

1. Deriving similar results for games with rich combinatorial structures is difficult.
2. Analytic combinatorics concerns the enumeration of combinatorial structures using tools from complex analysis and probability theory.
3. With Masaki Kashiwara, she formulated a conjecture about the combinatorial structure of the enveloping algebras of Lie algebras.
4. This gives a direct way of recovering the algebraic and combinatorial structures previously discovered by Kashiwara and Lustzig using quantum groups.
5. His research interests include random combinatorial structures; partially ordered sets; algorithms; random graphs; discrete mathematics and graph theory.
6. It's difficult to find combinatorial structures in a sentence. 用combinatorial structures造句挺难的
7. The associated combinatorial structure is called an abstract simplicial complex, in which context the word  simplex simply means any finite set of vertices.
8. The abstract definition allows some more general combinatorial structures than traditional definitions of a polytope, thus allowing many new objects that have no counterpart in traditional theory.
9. The combinatorial structure of this polytope is independent of the points chosen, and the resulting polytope has dimension " d " and " n " vertices.
10. Many important families of combinatorial structures, such as the acyclic orientations of a graph or the adjacencies between regions in a hyperplane arrangement, can be represented as partial cube graphs.
11. Lord Kelvin conjectured that a variant of the " bitruncated cubic honeycomb " ( with curved faces and edges, but the same combinatorial structure ) is the optimal soap bubble foam.
12. The algorithm maintains as data structures a binary search tree describing the combinatorial structure of the beach line, and a priority queue listing potential future events that could change the beach line structure.
13. A hypergraph is a combinatorial structure that, like an undirected graph, has vertices and edges, but in which the edges may be arbitrary sets of vertices rather than having to have exactly two endpoints.
14. This construction determines the combinatorial structure of the vertex figure, similar to a set of connected vertices ( see below ), but not its precise geometry; it may be generalized to convex polytopes in any dimension.
15. While the vertex set of a bounded convex polytope uniquely defines it, in various applications it is important to know more about the combinatorial structure of the polytope, i . e ., about its face lattice.
16. His own use of it was inimitable; in terms of later techniques, it is recognised as a prototype of the large sieve method in its application of bilinear forms, and also as an exploitation of combinatorial structure.
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