Péter Sziklai Eötvös Loránd University · Department of Computer ...www.researchgate.net › ... › Department of Computer Science
www.researchgate.net
Bence Csajbók · Péter Sziklai · Zsuzsa Weiner. There are many examples for point sets in finite geometry, which behave "almost regularly" in some ...
Polynomials in Finite Geometry - Booktopiawww.booktopia.com.au › book
www.booktopia.com.au
Jan 1, · Booktopia has Polynomials in Finite Geometry, Discrete Mathematics and Its Applications by Peter Sziklai. Buy a discounted Hardcover of ...
Polynomials in Finite Geometry by Peter Sziklai - Goodreadswww.goodreads.com › book › show › polynomials-in-finite-ge...
www.goodreads.com
Jan 1, · Peter Sziklai · Rating details · 0 ratings · 0 reviews. The main topic is what the title indicates: to collect, survey and categorize ...
Polynomials In Finite Geometry - Sziklai Peter - Libreria Universitariawww.libreriauniversitaria.it › Book › Algebra - General
www.libreriauniversitaria.it
di Peter Sziklai. Editore:Taylor & Francis Inc; EAN: ; ISBN: ; Pagine:304; Formato:Hardback. 18App Carta docente ...
Polynomials In Finite Geometry - Chapters/Indigowww.chapters.indigo.ca › ... › Math & Physics › Mathematics
www.chapters.indigo.ca
Dec 31, · Buy the Hardcover Book Polynomials In Finite Geometry by Peter Sziklai at Indigo.ca, Canada's largest bookstore. Free shipping and pickup in ...
[ ] Renitent lines - arXivarxiv.org › math
arxiv.org
Feb 23, · Authors:Bence Csajbók, Peter Sziklai, Zsuzsa Weiner · Download PDF. Abstract: There are many examples for point sets in finite geometry, ...
Péter Sziklai - Home - ACM Digital Librarydl.acm.org › profile
dl.acm.org
... conjecture Directions Directions determined by a function Finite fields Flock Functions over a finite field General position Klein quadric Linear Codes ...
[ ] An extension of the direction problem
arxiv.org
Péter Sziklai, Marcella Takáts. Let $U$ be a point set in the $n$-dimensional affine space ${\rm AG}(n,q)$ over the finite field of $q$ elements ...
bol.com: bol.com | Polynomials in Finite Geometry | | Peter...
Polynomials in Finite Geometry Hardcover. The main topic is what the title indicates: to collect, survey and categorize the results and theories achieved in the last ...
Generalized threshold secret sharing and finite geometrylink.springer.com › article
link.springer.com
Jun 23, · Peter Sziklai & Marcella Takáts. Rényi Institute of Mathematics, Budapest, Hungary. Peter Sziklai. MTA-ELTE Geometric and Algebraic ...
Subwords in Reverse-Complement Order | SpringerLink
link.springer.com
We examine finite words over an alphabet $$ \Gamma = \{ a,\overline a ;b,\ove
Learning finite geometry | Anurag's Math Blog
anuragbishnoi.wordpress.com
I have just finished my first year as a PhD student in the Incidence Geometry research group at the Ghent University. In the past one year I have learned, or...
All web results to the name "Péter Sziklai"
Renitent lines | Papers With Codepaperswithcode.com › paper › renitent-lines
paperswithcode.com
23 Feb · Bence Csajbók, Peter Sziklai, Zsuzsa Weiner · Edit social preview. There are many examples for point sets in finite geometry, which behave ...
Peter Sziklai - Citações do Google Acadêmico
scholar.google.com.uy
Peter Sziklai. Seguir. E-mail. Seguir novos artigos. Seguir novas citações. Criar alerta. Cancelar. Peter Sziklai. Eotvos L. University, Budapest · finite fields ...
Tamas Szonyi - Google Scholar
scholar.google.com
Dept Computer Science, Eotvos University - Cited by - discrete mathematics - finite geometry
au:Sziklai_P in:math - SciRate Search
scirate.com
Let $U$ be a point set in the $n$-dimensional affine space ${\rm AG}(n,q)$ over the finite field of $q$ elements and $0\leq k\leq n-2$.
AMS :: Proceedings of the American Mathematical Society
www.ams.org
MR (87b:14010), https://doi.org plms/s ; [22] Peter Sziklai, A bound on the number of points of a plane curve, Finite Fields Appl. 14 (2008), no. 1, MR (2008k:14054), https://doi.org j.ffa ; [23] Koen Thas, On the number of points of a hypersurface in finite projective ...
Related search requests for Péter Sziklai
Aart Blokhuis |
People Forename "Péter" (1766) Name "Sziklai" (21) |
sorted by relevance / date