- On small blocking sets and their linearity
- POLYNOMIALS IN FINITE GEOMETRY Peter Sziklai
- CV of Peter Sziklai Name: Peter Sziklai.
- 6 th International Conference on Applied Informatics Eger, Hungary, January 27--31, 2004.
- International Conference on Applied Informatics Eger, Hungary, January 2731, 2004.
- Vandermonde sets and super-Vandermonde sets Peter Sziklai
- Note di Matematica 00, n. 0, 2006, 1--10. Directions in AG(3, p) and their applications
- A matematika alapjai Naiv halmazelmelet. Axiomak. Cantor tetele, a Russellparadoxon.
- Powers in nite elds P eter Sziklai
- Minimal covers of the Klein quadric J. Eisfeld # , L. Storme + and P. Sziklai
- Automorphisms of subwordposets P. Ligeti and P. Sziklai #
- A bound on the number of points of a plane curve Peter Sziklai #
- On subsets of GF(q2 ) with d-th power differences
- Minimal covers of the Klein quadric , L. Storme
- Automorphisms of subword-posets P. Ligeti and P. Sziklai
- Flocks of cones of higher degree Peter Sziklai
- Powers in finite fields Peter Sziklai
- Generalized bounds for reconstruction of words
- Description of the clubs Szabolcs L. Fancsali and Peter Sziklai #
- Generalized bounds for reconstruction of words
- Note di Matematica 00, n. 0, 2006, 110. Directions in AG(3, p) and their applications
- In: Current research topics in Galois geometry Editors: J. De Beule, L. Storme, pp. 57-80
- New near-factorizations of nite groups G abor Bacs o
- Vandermonde sets and superVandermonde sets Peter Sziklai # Marcella Takats
- On the structure of a generalization of weakly associative lattices
- MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000000
- ON LINEAR CODES WHOSE WEIGHTS AND LENGTH HAVE A COMMON DIVISOR
- DNAwords and word posets P eter Ligeti #
- Eotvos Lorand University Institute of Mathematics
- Linear point sets and R edei type k-blocking sets in L. Storme and P. Sziklai
- Flocks of cones of higher degree Peter Sziklai #
- An extension of the direction problem Peter Sziklai and Marcella Takats #
- Grafok es algoritmusok Grafok reprezentacioi matrixokkal (adjacenciamatrix), azok tulajdonsagai.
- Note di Matematica 00, n. 0, 2006, 1-10. Directions in AG(3, p) and their applications
- On small blocking sets and their linearity
- On the structure of a generalization of weakly associative lattices
- Linear point sets and R'edei type k-blocking sets in P G(n, q)
- Automorphisms of subword-posets P. Ligeti and P. Sziklai*
- A bound on the number of points of a plane curve Peter Sziklai*
- Generalized bounds for reconstruction of words
- On subsets of GF(q 2 ) with dth power di#erences P. Sziklai #
- A bound on the number of points of a plane curve Peter Sziklai
- DNA-words and word posets Peter Ligeti
- On the structure of a generalization of weakly associative lattices
- MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000--000
- 2 On subsets of GF(q ) with d-th power differences
- MATHEMATICS OF COMPUTATION Volume 00, Number 0, Pages 000-000
- 1 Mind the gap!
- Vandermonde sets and super-Vandermonde sets Peter Sziklai* Marcella Tak'ats
- New near-factorizations of finite groups G'abor Bacs'o *
- On small blocking sets and their linearity
- An extension of the direction problem Peter Sziklai and Marcella Takats
- 6 thInternational Conference on Applied Informatics Eger, Hungary, January 27-31, 2004.
- Description of the clubs Szabolcs L. Fancsali and Peter Sziklai*
- Minimal covers of the Klein quadric J. Eisfeld*, L. Stormey and P. Sziklai
- An extension of the direction problem Peter Sziklai and Marcella Tak'ats *
- Powers in finite fields P'eter Sziklai*
- ON LINEAR CODES WHOSE WEIGHTS AND LENGTH HAVE A COMMON DIVISOR
- Flocks of cones of higher degree Peter Sziklai*
- DNA-words and word posets P'eter Ligeti * P'eter Sziklai**
- ON LINEAR CODES WHOSE WEIGHTS AND LENGTH HAVE A COMMON DIVISOR
- The number of directions determined by less than q points
- The number of directions determined by less than q points
- The number of directions determined by less than q points
