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Showing 1-20 of 99 results
  1. Variance of a strongly additive function defined on random permutations

    Inspired by unfading popularity of the Turán–Kubilius inequality for additive number theoretic functions within the last decades, we examine the...

    Arvydas Karbonskis, Eugenijus Manstavičius in Lithuanian Mathematical Journal
    Article 24 June 2024
  2. A sharp inequality for the variance with respect to the Ewens sampling formula

    We examine the variance of a linear statistic defined on the symmetric group endowed with the Ewens probability. Despite the dependence of the...

    Žygimantas Baronėnas, Eugenijus Manstavičius, Patricija Šapokaitė in Lithuanian Mathematical Journal
    Article 07 July 2021
  3. Nearly subadditive sequences

    We show that the de Bruijn–Erdős condition for the error term in their improvement of Fekete's Lemma is not only sufficient but also necessary in the...

    Z. Füredi, I. Z. Ruzsa in Acta Mathematica Hungarica
    Article 22 July 2020
  4. On the number of generalized Sidon sets

    A set A of nonnegative integers is called a Sidon set if there is no Sidon 4-tuple, i.e., ( a, b, c, d ) in A with a + b = c + d and { a, b }∩{ c, d } = ø;....

    József Balogh, Lina Li, P. Hajnal in Acta Scientiarum Mathematicarum
    Article 01 June 2021
  5. Counting SET-Free Sets

    We consider the following counting problem related to the card game SET: how many k-element SET-free sets are there in an n-dimensional SET deck? ...

    Nate Harman in Annals of Combinatorics
    Article 27 July 2018
  6. The Number of Triple Systems Without Even Cycles

    For k ⩾ 4, a loose k -cycle C k is a hypergraph with distinct edges e 1 , e 2 , …, e k such that consecutive edges (modulo k ) intersect in exactly one...

    Dhruv Mubayi, Lujia Wang in Combinatorica
    Article 11 February 2019
  7. On the Number of Bases of Almost All Matroids

    For a matroid M of rank r on n elements, let b ( M ) denote the fraction of bases of M among the subsets of the ground set with cardinality r . We show...

    Rudi Pendavingh, Jorn van der Pol in Combinatorica
    Article 05 June 2018
  8. On the Number of Unary-Binary Tree-Like Structures with Restrictions on the Unary Height

    We investigate various classes of Motzkin trees as well as lambda-terms for which we derive asymptotic enumeration results. These classes are defined...

    Olivier Bodini, Danièle Gardy, ... Zbigniew Gołębiewski in Annals of Combinatorics
    Article Open access 13 February 2018
  9. Fringe analysis of plane trees related to cutting and pruning

    Rooted plane trees are reduced by four different operations on the fringe. The number of surviving nodes after reducing the tree repeatedly for a...

    Benjamin Hackl, Clemens Heuberger, ... Helmut Prodinger in Aequationes mathematicae
    Article Open access 23 January 2018
  10. Completely Effective Error Bounds for Stirling Numbers of the First and Second Kinds via Poisson Approximation

    We provide completely effective error estimates for Stirling numbers of the first and second kinds, denoted by s ( n , m ) and S ( n , m ), respectively....

    Richard Arratia, Stephen DeSalvo in Annals of Combinatorics
    Article 03 February 2017
  11. Intervals of Permutation Class Growth Rates

    We prove that the set of growth rates of permutation classes includes an infinite sequence of intervals whose infimum is θ B ≈ 2:35526, and that it...

    David Bevan in Combinatorica
    Article 01 March 2017
  12. Analysis of Bidirectional Ballot Sequences and Random Walks Ending in Their Maximum

    Consider non-negative lattice paths ending at their maximum height, which will be called admissible paths. We show that the probability for a lattice...

    Benjamin Hackl, Clemens Heuberger, ... Stephan Wagner in Annals of Combinatorics
    Article Open access 01 November 2016
  13. Square-root cancellation for the signs of Latin squares

    Let L ( n ) be the number of Latin squares of order n , and let L even ( n ) and L odd ( n ) be the number of even and odd such squares, so that L ( n )= L ...

    Levent Alpoge in Combinatorica
    Article 28 November 2015
  14. Some Asymptotic Results on q-Binomial Coefficients

    Richard P. Stanley, Fabrizio Zanello in Annals of Combinatorics
    Article 23 May 2016
  15. The height of multiple edge plane trees

    Multi-edge trees as introduced in a recent paper of Dziemiańczuk are plane trees where multiple edges are allowed. We first show that d -ary...

    Clemens Heuberger, Helmut Prodinger, Stephan Wagner in Aequationes mathematicae
    Article Open access 05 November 2015
  16. On the maximum number of points in a maximal intersecting family of finite sets

    Paul Erdős and LászlÓ Lovász proved in a landmark article that, for any positive integerk, up to isomorphism there are only finitely many maximal...

    Kaushik Majumder in Combinatorica
    Article 24 June 2015
  17. Powers of Hamilton cycles in pseudorandom graphs

    We study the appearance of powers of Hamilton cycles in pseudorandom graphs, using the following comparatively weak pseudorandomness notion. A graph G ...

    Peter Allen, Julia Böttcher, ... Yury Person in Combinatorica
    Article 22 December 2016
  18. Restrictive Patterns of Combinatorial Structures via Comparative Analysis

    Asymptotic probabilities of decomposable combinatorial structures with a fortiori prescribed properties are studied as the sizes unboundedly...

    Eugenijus Manstavičius in Annals of Combinatorics
    Article 05 June 2015
  19. On the share of closed IL formulas which are also in GL

    Normal forms for wide classes of closed IL formulas were given in Čačić and Vuković (Math Commun 17:195–204, 2012 ). Here we quantify asymptotically,...

    Vedran Čačić, Vjekoslav Kovač in Archive for Mathematical Logic
    Article 23 June 2015
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