Results 61 to 70 of about 113 (106)
A two parameter family of distributions on partitions is obtained by mixing a multinomial with a symmetric Dirichlet distribution. Estimates for the parameters are proposed and studied in various asymptotic limits.
Keener, Robert +2 more
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Rectangle Partitions Generalizing Integer Partitions
Abstract In this paper, we introduce a natural geometric extension of the partition function. More precisely, we investigate the problem of counting partitions of a rectangle into rectangular blocks with integer sides. Here, two partitions of a rectangle are indistinguishable if they consist of the same multiset of blocks, their ...
Krystian Gajdzica +2 more
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Editorial: What Are (Un)Acceptability and (Un)Grammaticality? How Do They Relate to One Another and to Interpretation? [PDF]
Tubau S +3 more
europepmc +1 more source
Tverberg's theorem says that every set of \((m-1)(d+1)+1\) points in \(\mathbb{R}^d\) can be divided into \(m\) subsets whose convex hulls have a common point. The case \(m=2\) is known as Radon's theorem. Generalization to arbitrary convexity spaces leads to the partition conjecture. This paper gives a survey on known results and proves the conjecture
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A Sentence Repetition Task for Catalan-Speaking Typically-Developing Children and Children with Specific Language Impairment. [PDF]
Gavarró A.
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The author is interested in the following problem: what information can we get on a permutation group of degree \(n\) knowing the set (or multiset) of partitions into cycles of its elements? Same question if we only know the set (or multiset) of partitions of \(n\), which arise as cycle partitions of its elements.
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Appealing to superlative clauses: Or how to split the scope of superlative adjectives across intensional verbs. [PDF]
Charnavel I.
europepmc +1 more source
Secondary imperfectivisation is reverbalisation. [PDF]
Arsenijević B +2 more
europepmc +1 more source

