The paper characterizes extremal cross t-intersecting families maximizing |F1| |F2| under tau_t(F1), tau_t(F2) >= t+1 and describes maximal t-intersecting families with tau_t = t+1.
Title resolution pending
2 Pith papers cite this work. Polarity classification is still indexing.
2
Pith papers citing it
fields
math.CO 2years
2026 2verdicts
UNVERDICTED 2representative citing papers
For large n the maximum ℓ_p-norm and maximum number of S_{k,l}^{k-1} sunflowers are determined exactly for any k-uniform family with matching number s.
citing papers explorer
-
On extremal cross $t$-intersecting families with $t$-covering number conditions
The paper characterizes extremal cross t-intersecting families maximizing |F1| |F2| under tau_t(F1), tau_t(F2) >= t+1 and describes maximal t-intersecting families with tau_t = t+1.
-
Counting sunflowers with restricted matching number
For large n the maximum ℓ_p-norm and maximum number of S_{k,l}^{k-1} sunflowers are determined exactly for any k-uniform family with matching number s.