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Structural Additive Theory

Grynkiewicz, David J.

2013

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Structural Additive Theory

Grynkiewicz, David J

1, 2013

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Iterated sumsets and setpartitions

The Ramanujan journal, 2020-08, Vol.52 (3), p.499-518

Grynkiewicz, David J.

2020

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On n-Sums in an Abelian Group

Combinatorics, probability & computing, 2016-05, Vol.25 (3), p.419-435

2016

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Note on a conjecture of Graham

European journal of combinatorics, 2011-11, Vol.32 (8), p.1336-1344

Grynkiewicz, David J.

2011

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Products of two atoms in Krull monoids and arithmetical characterizations of class groups

European journal of combinatorics, 2013-11, Vol.34 (8), p.1244-1268

2013

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A multiplicative property for zero-sums I

Discrete mathematics, 2022-10, Vol.345 (10), p.112974, Article 112974

2022

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A single set improvement to the 3k − 4 theorem

Journal of number theory, 2020-09, Vol.214, p.360-381

Grynkiewicz, David J.

2020

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The catenary degree of Krull monoids I

Journal de theorie des nombres de bordeaux, 2011-01, Vol.23 (1), p.137-169

2011

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A Multiplicative Property for Zero-Sums II

The Electronic journal of combinatorics, 2022-07, Vol.29 (3)

2022

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Structure of a sequence with prescribed zero-sum subsequences: Rank two p-groups

European journal of combinatorics, 2024-05, Vol.118, p.103888, Article 103888

2024

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The large Davenport constant II: General upper bounds

Journal of pure and applied algebra, 2013-12, Vol.217 (12), p.2221-2246

Grynkiewicz, David J.

2013

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Iterated sumsets and subsequence sums

Journal of combinatorial theory. Series A, 2018-11, Vol.160, p.136-167

Grynkiewicz, David J.

2018

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The large Davenport constant I: Groups with a cyclic, index 2 subgroup

Journal of pure and applied algebra, 2013-05, Vol.217 (5), p.863-885

2013

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Iterated Sumsets and Olson's Generalization of the Erdős-Ginzburg-Ziv Theorem

Electronic notes in discrete mathematics, 2018-07, Vol.68, p.29-34

Grynkiewicz, David J.

2018

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1-Saturating Sets, Caps, and Doubling-Critical Sets in Binary Spaces

SIAM journal on discrete mathematics, 2010-01, Vol.24 (1), p.169-190

2010

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PLANAR SUBSETS WITH SMALL DOUBLING

Quarterly journal of mathematics, 2017-03, p.haw016

Grynkiewicz, David J.

2017

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On a partition analog of the Cauchy-Davenport theorem

Acta mathematica Hungarica, 2005-02, Vol.107 (1-2), p.161-174

Grynkiewicz, David J.

2005

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Representation of finite abelian group elements by subsequence sums

Journal de theorie des nombres de bordeaux, 2009-01, Vol.21 (3), p.559-587

2009

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On four color monochromatic sets with nondecreasing diameter

Discrete mathematics, 2005-02, Vol.290 (2), p.165-171

Grynkiewicz, David J.

2005

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Representing Sequence Subsums as Sumsets of Near Equal Sized Sets

Combinatorial and Additive Number Theory IV, 2021, Vol.347, p.203-241

2021

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On some Rado numbers for generalized arithmetic progressions

Discrete mathematics, 2004-04, Vol.280 (1), p.39-50

Grynkiewicz, David J.

2004

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On extending Pollard’s theorem for t-representable sums

Israel journal of mathematics, 2010-06, Vol.177 (1), p.413-439

Grynkiewicz, David J.

2010

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Arithmetic-progression-weighted subsequence sums

Israel journal of mathematics, 2013, Vol.193 (1), p.359-398

2013

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On three sets with nondecreasing diameter

Discrete mathematics, 2015-08, Vol.338 (8), p.1328-1344

2015

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Structural Additive Theory

Structural Additive Theory

Iterated sumsets and setpartitions

On n-Sums in an Abelian Group

Note on a conjecture of Graham

Products of two atoms in Krull monoids and arithmetical characterizations of class groups

A multiplicative property for zero-sums I

A single set improvement to the 3k − 4 theorem

The catenary degree of Krull monoids I

A Multiplicative Property for Zero-Sums II

Structure of a sequence with prescribed zero-sum subsequences: Rank two p-groups

The large Davenport constant II: General upper bounds

Iterated sumsets and subsequence sums

The large Davenport constant I: Groups with a cyclic, index 2 subgroup

Iterated Sumsets and Olson's Generalization of the Erdős-Ginzburg-Ziv Theorem

1-Saturating Sets, Caps, and Doubling-Critical Sets in Binary Spaces

PLANAR SUBSETS WITH SMALL DOUBLING

On a partition analog of the Cauchy-Davenport theorem

Representation of finite abelian group elements by subsequence sums

On four color monochromatic sets with nondecreasing diameter

Representing Sequence Subsums as Sumsets of Near Equal Sized Sets

On some Rado numbers for generalized arithmetic progressions

On extending Pollard’s theorem for t-representable sums

Arithmetic-progression-weighted subsequence sums

On three sets with nondecreasing diameter

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