Some families of increasing planar maps
M Albenque, JF Marckert - 2008 - projecteuclid.org
Stack-triangulations appear as natural objects when one wants to define some families of
increasing triangulations by successive additions of faces. We investigate the asymptotic …
increasing triangulations by successive additions of faces. We investigate the asymptotic …
Degrees and distances in random and evolving Apollonian networks
I Kolossváry, J Komjáthy, L Vágó - Advances in Applied Probability, 2016 - cambridge.org
In this paper we study random Apollonian networks (RANs) and evolving Apollonian
networks (EANs), in d dimensions for any d≥ 2, ie dynamically evolving random d …
networks (EANs), in d dimensions for any d≥ 2, ie dynamically evolving random d …
[PDF][PDF] Fraktálok a dimenzió elméletben és komplex hálózatokban
K István, S Károly - repozitorium.omikk.bme.hu
A" fraktál" szó a latin fractus szóból ered, melynek jelntése" töredezett". Az 1970-es 80-as
évek óta a fraktál geometria a matematika fontos ágává notte ki magát sok elméleti és …
évek óta a fraktál geometria a matematika fontos ágává notte ki magát sok elméleti és …
Projections of self-similar sets and measures and Degrees of random and evolving Apollonian networks
L Vágó - 2020 - search.proquest.com
This Thesis covers two topics. The first one is on the geometry of random and deterministic
self-similar fractals (Part I) and it is studied in three of our papers [52, 53, 51]. Then we …
self-similar fractals (Part I) and it is studied in three of our papers [52, 53, 51]. Then we …
Fractals in dimension theory and complex networks
I Kolossváry - 2019 - search.proquest.com
Fractals in dimension theory and complex networks Page 1 Budapest University OF Technology
AND Economics DOCTORAL THESIS Fractals in dimension theory and complex networks …
AND Economics DOCTORAL THESIS Fractals in dimension theory and complex networks …
[PDF][PDF] EURANDOM PREPRINT SERIES 2013-029
I Kolossváry, J Komjáthy, L Vágó - 2013 - eurandom.tue.nl
This paper studies Random and Evolving Apollonian networks (RANs and EANs), in d
dimension for any d≥ 2, ie dynamically evolving random d dimensional simplices looked as …
dimension for any d≥ 2, ie dynamically evolving random d dimensional simplices looked as …