Treffer 161 - 180 von 805

161

On iterated difference sets in groups
Norbert Hegyvári
Periodica Mathematica Hungarica. 43:105-110

Finite abelian groups Additive bases, includin... Other combinatorial numb... iterated difference sets Combinatorial aspects of... 0102 computer and inform...
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162

On the number of sum-free sets in a segment of positive integers
A. A. Sapozhenko ; K G Omel'yanov
Discrete Mathematics and Applications. 12:319-324

Other combinatorial numb... 0101 mathematics 01 natural sciences
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163

Arithmetic progressions in sumsets
Green, BJ
Geometric And Functional Analysis. 12:584-597

arithmetic progression density Arithmetic progressions van der Waerden number Other combinatorial numb... Bourgain's estimate
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164

Newman polynomials with prescribed vanishing and integer sets with distinct subset sums
Peter Borwein ; Michael J. Mossinghoff
Mathematics of Computation. 72:787-800

Additive number theory partitions Other combinatorial numb... Extremal combinatorics Calculation of integer s... Newmann polynomial
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165

A Method to Count the Positive 3-Subsets in a Set of Real Numbers with Non-Negative Sum: A method to count the positive 3-subsets in a set of real numbers with non-negative sum
MARINO, Giuseppe ; CHIASELOTTI, Giampiero
European Journal of Combinatorics. 23:619-629

Computational Theory and... Other combinatorial numb... Exact enumeration proble... Conjecture of Manickam-M... Weight Functions Extremal Sum Problems
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166

Three-fold Restricted Set Addition in Groups: Three-fold restricted set addition in groups.
Vsevolod F. Lev
European Journal of Combinatorics. 23:613-617

Finite abelian groups Computational Theory and... Other combinatorial numb... Extremal set theory Geometry and Topology finite Abelian groups
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167

The Spectral Set Conjecture and Multiplicative Properties of Roots of Polynomials: The spectral set conjecture and multiplicative properties of roots of polynomials.
I. Łaba
Journal of the London Mathematical Society. 65:661-671

Mathematics - Number The... 02 engineering and techn... cyclotomic polynomials 01 natural sciences Mathematics - Classical... Conjugate functions, con...
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168

A Generating Function Technique for Beatty Sequences and Other Step Sequences: A generating function technique for Beatty sequences and other step sequences
Kevin O'Bryant
Journal of Number Theory. 94:299-319

Beatty sequence Combinatorial aspects of... Algebra and Number Theor... Farey fraction Representation functions Exact enumeration proble...
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169

ON MAXIMAL SUBSET-SUM-DISTINCT SEQUENCES: On maximal subset-sum-distinct sequences.
Jae-Gug Bae
Communications of the Korean Mathematical Society. 17:215-220

Other combinatorial numb... 0103 physical sciences 0101 mathematics 01 natural sciences
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170

Generalized derivations and additive theory
J.A. Dias da Silva ; Hemar Godinho
Linear Algebra and its Applications. 342:1-15

addition theorem Numerical Analysis Algebra and Number Theor... minimal polynomial Other combinatorial numb... Multilinear algebra, ten...
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171

A NOTE ON INTEGERS OF THE FORM 2n+cp: A note on integers of the form \(2^n+cp\).
Si-Man Yang ; Zhi-Wei Sun
Proceedings of the Edinburgh Mathematical Society. 45:155-160

Other combinatorial numb... 0101 mathematics Goldbach-type theorems other additive questions... 01 natural sciences
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172

Some Properties of Nonstar Steps in Addition Chains and New Cases Where the Scholz Conjecture Is True: Some properties of nonstar steps in addition chains and new cases where the Scholz conjecture is true
Hatem M. Bahig ; Ken Nakamula
Journal of Algorithms. 42:304-316

addition chains Other combinatorial numb... Scholz conjecture Hansen chains nonstar steps 0102 computer and inform...
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173

The Algebra and Combinatorics of Shuffles andMultiple Zeta Values: The algebra and combinatorics of shuffles and multiple zeta values
David M. Bradley ; Douglas Bowman
Journal of Combinatorial Theory, Series A. 97:43-61

Mathematics - Number The... Lie algebra shuffle 05E99 (Primary) 20F40, 6... multiple zeta values cyclic sum
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174

On an extension of a theorem of Schur
Pierre Bornsztein
Acta Arithmetica. 101:395-399

Other combinatorial numb... 0202 electrical engineer... 02 engineering and techn... 0101 mathematics 01 natural sciences
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175

Polynomial growth of sumsets in abelian semigroups
Melvyn B. Nathanson ; Imre Z. Ruzsa
Journal de Théorie des Nombres de Bordeaux. 14:553-560

Mathematics - Number The... Commutative semigroups Other combinatorial numb... Density, gaps, topology FOS: Mathematics Mathematics - Combinator...
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176

Restricted sums in a field
Qing-Hu Hou ; Zhi-Wei Sun
Acta Arithmetica. 102:239-249

Other combinatorial numb... sumsets 0101 mathematics 01 natural sciences Polynomials in number th...
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177

Graceful numbers
Kiran R. Bhutani ; Alexander B. Levin
International Journal of Mathematics and Mathematical Sciences, Vol 29, Iss 8, Pp 495-499 (2002)

Graph labelling (gracefu... labeled graph perfect numbers Other combinatorial numb... QA1-939 Mathematics
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178

Zero-sumfree sequences in cyclic groups and some arithmetical application
Yahya Ould Hamidoune ; Alfred Geroldinger
Journal de Théorie des Nombres de Bordeaux. 14:221-239

zero-sum free sequences Finite abelian groups factorization in Krull m... Commutative semigroups Other combinatorial numb... 0102 computer and inform...
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179

Cameron-Erdős Modulo a Prime: Cameron-Erdős modulo a prime
Tomasz Schoen ; Vsevolod F. Lev
Finite Fields and Their Applications. 8:108-119

Algebra and Number Theor... Arithmetic progressions Applied Mathematics 0102 computer and inform... Cameron-Erdős conjecture... 01 natural sciences
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180

A generalization of Freiman's 3k-3 Theorem: A generalization of Freiman's \(3k-3\) theorem
Yahya Ould Hamidoune ; Alain Plagne
Acta Arithmetica. 103:147-156

arithmetic progressions Arithmetic progressions Other combinatorial numb... sumsets 0101 mathematics 01 natural sciences
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