Let F 3,2 denote the 3-graph ade, bde, cde}. We show that the maximum size of an F 3,2 -free 3-graph on n vertices is ( + o(1)) , proving a conjecture of Mubayi and Rodl [J. Comb. Th. A, 100 (2002), 135--152]
For an r-graph H, let C(H) = minS d(S), where the minimum is taken over all (r − 1)-sets of vertice...
AbstractLet t≥26 and let ℱ be a k-uniform hypergraph on n vertices. Suppose that |F1∩F2∩F3|≥t holds ...
AbstractA conjecture of V. Sós [3] is proved that any set of 34 (n3)+cn2 triples from an n-set, wher...
AbstractWe consider a new type of extremal hypergraph problem: given an r-graph F and an integer k≥2...
We consider a new type of extremal hypergraph problem: given an $r$-graph $\mathcal{F}$ and an integ...
AbstractLet fr(n) be the maximum number of edges in an r-uniform hypergraph on n vertices that does ...
Let fr(n) be the maximum number of edges in an r-uniform hypergraph on n vertices that does not cont...
AbstractFor a family of r-graphs F the Turán number ex (n, F) is the maximum number of edges in an n...
Let fr(n) be the maximum number of edges in an r-uniform hypergraph on n vertices that does not cont...
For an r-graph H, let C(H) = minS d(S), where the minimum is taken over all (r − 1)-sets of vertice...
Let f(n,v,e) denote the maximum number of edges in a 3-uniform hypergraph not containing e edges spa...
AbstractA graph is subcubic if its maximum degree is at most 3. The bipartite density of a graph G i...
Given a 3-graph H, let ex2(n,H) denote the maximum value of the minimum co-degree of a 3-graph on n ...
We study the maximum number of hyperedges in a 3-uniform hypergraph on n vertices that does not cont...
The following very natural problem was raised by Chung and Erdős in the early 80’s and has since bee...
For an r-graph H, let C(H) = minS d(S), where the minimum is taken over all (r − 1)-sets of vertice...
AbstractLet t≥26 and let ℱ be a k-uniform hypergraph on n vertices. Suppose that |F1∩F2∩F3|≥t holds ...
AbstractA conjecture of V. Sós [3] is proved that any set of 34 (n3)+cn2 triples from an n-set, wher...
AbstractWe consider a new type of extremal hypergraph problem: given an r-graph F and an integer k≥2...
We consider a new type of extremal hypergraph problem: given an $r$-graph $\mathcal{F}$ and an integ...
AbstractLet fr(n) be the maximum number of edges in an r-uniform hypergraph on n vertices that does ...
Let fr(n) be the maximum number of edges in an r-uniform hypergraph on n vertices that does not cont...
AbstractFor a family of r-graphs F the Turán number ex (n, F) is the maximum number of edges in an n...
Let fr(n) be the maximum number of edges in an r-uniform hypergraph on n vertices that does not cont...
For an r-graph H, let C(H) = minS d(S), where the minimum is taken over all (r − 1)-sets of vertice...
Let f(n,v,e) denote the maximum number of edges in a 3-uniform hypergraph not containing e edges spa...
AbstractA graph is subcubic if its maximum degree is at most 3. The bipartite density of a graph G i...
Given a 3-graph H, let ex2(n,H) denote the maximum value of the minimum co-degree of a 3-graph on n ...
We study the maximum number of hyperedges in a 3-uniform hypergraph on n vertices that does not cont...
The following very natural problem was raised by Chung and Erdős in the early 80’s and has since bee...
For an r-graph H, let C(H) = minS d(S), where the minimum is taken over all (r − 1)-sets of vertice...
AbstractLet t≥26 and let ℱ be a k-uniform hypergraph on n vertices. Suppose that |F1∩F2∩F3|≥t holds ...
AbstractA conjecture of V. Sós [3] is proved that any set of 34 (n3)+cn2 triples from an n-set, wher...