Schmid W.A.
15
Coauthors
5
Documentos
Volumen de publicaciones por año
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| Año de publicación | Num. Publicaciones |
|---|---|
| 2013 | 1 |
| 2014 | 1 |
| 2015 | 1 |
| 2016 | 1 |
| 2019 | 1 |
Publicaciones por áreas de conocimiento
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| Área de conocimiento | Num. Publicaciones |
|---|---|
| Optimización matemática | 4 |
Publicaciones por áreas temáticas
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| Área temática | Num. Publicaciones |
|---|---|
| Matemáticas | 3 |
| Principios generales de matemáticas | 2 |
| Álgebra | 2 |
| Sistemas | 1 |
| Ciencias de la computación | 1 |
| Física aplicada | 1 |
Principales fuentes de datos
| Origen | Num. Publicaciones |
|---|---|
| Scopus | 5 |
| Google Scholar | 5 |
| RRAAE | 0 |
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Coautores destacados por número de publicaciones
| Coautor | Num. Publicaciones |
|---|---|
| Luz Elimar Marchan | 5 |
| Ordaz O. | 5 |
| Ramos D. | 2 |
| Santos I. | 1 |
| Guillot P. | 1 |
| Zerdoum H. | 1 |
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Publicaciones del autor
Remarks on the plus-minus weighted Davenport constant
ArticleAbstract: For (G, +) a finite abelian group the plus-minus weighted Davenport constant, denoted D±(G), is thePalabras claves:additive combinatorics, Davenport constant, dissociated set, Zero-sum sequenceAutores:Luz Elimar Marchan, Ordaz O., Schmid W.A.Fuentes:googlescopusMulti-wise and constrained fully weighted Davenport constants and interactions with coding theory
ArticleAbstract: We consider two families of weighted zero-sum constants for finite abelian groups. For a finite abelPalabras claves:Cap set, Davenport constant, Finite abelian group, Linear intersecting code, Weighted subsum, Zero-sum problemAutores:Luz Elimar Marchan, Ordaz O., Santos I., Schmid W.A.Fuentes:googlescopusInverse results for weighted Harborth constants
ArticleAbstract: For a finite abelian group (G, +), the Harborth constant is defined as the smallest integer ℓ such tPalabras claves:Erdos-Ginzburg-Ziv constant, Finite abelian group, Weighted subsum, Zero-sum problemAutores:Luz Elimar Marchan, Ordaz O., Ramos D., Schmid W.A.Fuentes:googlescopusSome exact values of the Harborth constant and its plus-minus weighted analogue
ArticleAbstract: The Harborth constant of a finite abelian group is the smallest integer l such that each subset of GPalabras claves:Finite abelian group, Weighted subsum, Zero-sum problemAutores:Luz Elimar Marchan, Ordaz O., Ramos D., Schmid W.A.Fuentes:googlescopusOn the harborth constant of (formula presented)
ArticleAbstract: For a finite abelian group (G, +, 0) the Harborth constant g(G) is the smallest integer k such thatPalabras claves:Finite abelian group, Harborth constant, Squarefree sequence, Zero-sum problemAutores:Guillot P., Luz Elimar Marchan, Ordaz O., Schmid W.A., Zerdoum H.Fuentes:googlescopus