Search Results - Alberto Espuny Díaz

Refine Results
  1. 1
    Hamiltonicity of graphs perturbed by a random geometric graph

    Hamiltonicity of graphs perturbed by a random geometric graph by Espuny Díaz, Alberto

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  2. 2
    Sharp threshold for embedding balanced spanning trees in random geometric graphs

    Sharp threshold for embedding balanced spanning trees in random geometric graphs by Espuny Díaz, Alberto, Lichev, Lyuben, Mitsche, Dieter, Wesolek, Alexandra

    Get full text
    Items that this one cites
    Article
    Save to List
    Saved in:
  3. 3
    Hamiltonicity of graphs perturbed by a random regular graph

    Hamiltonicity of graphs perturbed by a random regular graph by Espuny Díaz, Alberto, Girão, António

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  4. 4
    Dirac’s theorem for random regular graphs

    Dirac’s theorem for random regular graphs by Condon, Padraig, Espuny Díaz, Alberto, Girão, António, Kühn, Daniela, Osthus, Deryk

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  5. 5
    Edge Correlations in Random Regular Hypergraphs and Applications to Subgraph Testing

    Edge Correlations in Random Regular Hypergraphs and Applications to Subgraph Testing by Espuny Díaz, Alberto, Joos, Felix, Kühn, Daniela, Osthus, Deryk

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  6. 6
    Resilient Degree Sequences with respect to Hamilton Cycles and Matchings in Random Graphs

    Resilient Degree Sequences with respect to Hamilton Cycles and Matchings in Random Graphs by Condon, Padraig, Espuny Díaz, Alberto, Kühn, Daniela, Osthus, Deryk, Kim, Jaehoon

    Get full text
    Items that cite this one
    Article
    Save to List
    Saved in:
  7. 7
    Powers of Hamilton cycles in dense graphs perturbed by a random geometric graph

    Powers of Hamilton cycles in dense graphs perturbed by a random geometric graph by Espuny Díaz, Alberto, Hyde, Joseph

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  8. 8
    Seymour's second neighbourhood conjecture: random graphs and reductions

    Seymour's second neighbourhood conjecture: random graphs and reductions by Espuny Díaz, Alberto, Girão, António, Granet, Bertille, Kronenberg, Gal

    Get full text
    Items that this one cites
    Article
    Save to List
    Saved in:
  9. 9
    Long running times for hypergraph bootstrap percolation

    Long running times for hypergraph bootstrap percolation by Espuny Díaz, Alberto, Janzer, Barnabás, Kronenberg, Gal, Lada, Joanna

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  10. 10
    Spanning -cycles in random graphs

    Spanning -cycles in random graphs by Espuny Díaz, Alberto, Person, Yury

    Get full text
    Items that this one cites
    Items that cite this one
    Article
    Save to List
    Saved in:
  11. 11
    Speeding up random walk mixing by starting from a uniform vertex

    Speeding up random walk mixing by starting from a uniform vertex by Díaz, Alberto Espuny, Morris, Patrick, Perarnau, Guillem, Serra, Oriol

    Get full text
    Items that this one cites
    Article
    Save to List
    Saved in:
  12. 12
    Hamiltonicity of graphs perturbed by a random geometric graph

    Hamiltonicity of graphs perturbed by a random geometric graph by Alberto Espuny Díaz

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  13. 13
    Entropy versions of additive inequalities

    Entropy versions of additive inequalities by Espuny Díaz, Alberto, Serra, Oriol

    Get full text
    Items that this one cites
    Article
    Save to List
    Saved in:
  14. 14
    How many random edges make an almost-Dirac graph Hamiltonian?

    How many random edges make an almost-Dirac graph Hamiltonian? by Alberto Espuny Díaz, Razafindravola, Richarlotte Valérà

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  15. 15
    Powers of Hamilton cycles in dense graphs perturbed by a random geometric graph

    Powers of Hamilton cycles in dense graphs perturbed by a random geometric graph by Alberto Espuny Díaz, Hyde, Joseph

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  16. 16
    On the local resilience of random geometric graphs with respect to connectivity and long cycles

    On the local resilience of random geometric graphs with respect to connectivity and long cycles by Alberto Espuny Díaz, Lichev, Lyuben, Wesolek, Alexandra

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  17. 17
    Hamiltonicity of graphs perturbed by a random regular graph

    Hamiltonicity of graphs perturbed by a random regular graph by Alberto Espuny Díaz, Girão, António

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  18. 18
    Spanning \(F\)-cycles in random graphs

    Spanning \(F\)-cycles in random graphs by Alberto Espuny Díaz, Person, Yury

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  19. 19
    Seymour's second neighbourhood conjecture: random graphs and reductions

    Seymour's second neighbourhood conjecture: random graphs and reductions by Alberto Espuny Díaz, Girão, António, Granet, Bertille, Kronenberg, Gal

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:
  20. 20
    Speeding up random walk mixing by starting from a uniform vertex

    Speeding up random walk mixing by starting from a uniform vertex by Alberto Espuny Díaz, Morris, Patrick, Perarnau, Guillem, Serra, Oriol

    Published in arXiv.org
    Get full text
    Article
    Save to List
    Saved in:

Search Tools: