enumerative combinatorics造句
例句与造句
- Fibonacci numbers is the basic example of a problem in enumerative combinatorics.
- Since then, MMT has become a standard tool in enumerative combinatorics.
- Another set-denotational convention that relies on metaphor comes from enumerative combinatorics.
- The second part expands on enumerative combinatorics, or the systematic numeration of objects.
- Her doctorate involved matroid theory and enumerative combinatorics, and was supervised by Thomas Allan Dowling.
- It's difficult to find enumerative combinatorics in a sentence. 用enumerative combinatorics造句挺难的
- It has applications to enumerative combinatorics, fractal analysis, theoretical computer science, automata theory and linguistics.
- Enumerative combinatorics is the most classical area of combinatorics and concentrates on counting the number of certain combinatorial objects.
- "' Frank Ruskey "'is a Venn and Euler diagrams, combinatorics on words, and enumerative combinatorics.
- His two volume " Combinatory analysis ", published in 1915 / 16, is the first major book in enumerative combinatorics.
- In contrast with enumerative combinatorics, which uses explicit combinatorial formulae and generating functions to describe the results, analytic combinatorics aims at obtaining asymptotic formulae.
- The book " Enumerative Combinatorics : Volume 2 " by combinatorialist Richard P . Stanley contains a set of exercises which describe 66 different interpretations of the Catalan numbers.
- He supervised the 1971 Stockholm University Ph . D . thesis of Berndt Lindstr鰉, which initiated the " Stockholm School " of topological combinatorics ( combining simplicial homology and enumerative combinatorics ).
- In the limit case " ? " = 1 when the fractional Poisson probability distribution becomes the Poisson probability distribution, all of the above listed applications turn into the well-known results of the quantum optics and the enumerative combinatorics.
- In some contexts, such as enumerative combinatorics, the term " enumeration " is used more in the sense of " counting " with emphasis on determination of the number of elements that a set contains, rather than the production of an explicit listing of those elements.
- "' Combinatorics "'is a branch of mathematics that studies finite collections of objects that satisfy specified criteria, and is in particular concerned with " counting " the objects in those collections ( " enumerative combinatorics " ) and with deciding whether certain " optimal " objects exist ( " extremal combinatorics " ).
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