New posts in extremal-combinatorics

Every $3\times 3$ square has even number of painted cells

No sum of three numbers equals another number in set

Minimum number of circles with 3 neighbors

More elegant proofs of $\binom a2+\binom b2\leq \binom{a+b-1}2$

What is the best way to partition the $4$-subsets of $\{1,2,3,\dots,n\}$?

The drawn diagonals divide the $N\times N$ board into $K$ regions. For each $N$, determine the smallest and the largest possible values of $K$.

Counting minimum elements needed such that their sum covers the whole finite space.

How many acute triangles can be formed by 100 points in a plane?

Given $2^{n-1}$ subsets of a set with $n$ elements with the property that any three have nonempty intersection, prove that ....

Students who see ears of another student

Partitions that separate all subsets

N gunmen in a field

Which graphs can be drawn using straight lines with no disjoint edges?

Searching radioactive balls

Split up $n \in \mathbb{N}$ into sum of naturals with maximum LCM

Biggest Little Polyhedron

Maximally dense Unit Distance Graphs

Distinctness is maintained after adding some element to all sets

Extremal combinatorics

Largest-area shape with diameter 1?