Muestra la distribución de la producción WoS, Scopus y SciELO del autor.
Publicaciones WoS (Ediciones: ISSHP, ISTP, AHCI, SSCI, SCI), Scopus, SciELO Chile.
| Firmas del autor | |
| Nombre | HAN, HIEP |
| Género | Hombre |
| Área Principal WOS | Mathematics; Computer Science, Theory & Methods; Statistics & Probability; |
| Afiliación Principal | Universidad De Santiago De Chile |
Publicaciones en Chile
Citas Totales
Afiliaciones Chilenas
| WOS | #Pub |
|---|---|
| Mathematics | 2 |
| Computer Science, Theory & Methods | 1 |
| Statistics & Probability | 1 |
| Scopus | #Pub |
|---|
| SciELO | #Pub |
|---|
| Título | Año | Citas | Tipo | Revista | Indexada |
|---|---|---|---|---|---|
| Quasirandomness In Hypergraphs | 2017 | 0 | Electronic Notes In Discrete Mathematics | Scopus WoS | |
| Almost Partitioning 2 Edge Colourings Of 3 Uniform Hypergraphs With Two Monochromatic Tight Cycles | 2017 | 0 | Electronic Notes In Discrete Mathematics | Scopus WoS | |
| Linear Quasi Randomness Of Subsets Of Abelian Groups And Hypergraphs | 2017 | 0 | Electronic Notes In Discrete Mathematics | Scopus WoS | |
| Arithmetic Progressions With A Pseudorandom Step | 2015 | 0 | Electronic Notes In Discrete Mathematics | Scopus WoS | |
| Ramsey Type Numbers Involving Graphs And Hypergraphs With Large Girth | 2021 | 0 | artículo de investigación | Combinatorics Probability & Computing | WoS Scopus |
| Minimum Degree Thresholds For Hamilton (K/2) Cycles In K Uniform Hypergraphs | 2022 | 4 | artículo de investigación | Journal Of Combinatorial Theory Series B | WoS Scopus |
| Palabra Clave | #Pub |
|---|---|
| monochromatic cycle partitioning | 1 |
| tight cycles | 1 |
| systems | 1 |
| sets | 1 |
| regularity method | 1 |
| regularity lemma | 1 |
| quasirandomness | 1 |
| quasi-randomness | 1 |
| pseudorandom sets | 1 |
| perfect matchings | 1 |
| abelian groups | 1 |
| l-cycles | 1 |
| intersection-theorems | 1 |
| hypergraphs | 1 |
| hypergraph | 1 |
| hamilton cycle | 1 |
| dirac-type theorem | 1 |
| cayley hypergraphs | 1 |
| arithmetic progressions | 1 |
| absorbing method | 1 |