New posts in discrete-mathematics

Prove that $\sim$ defines an equivalence relation on $\mathbb{Z}$.

Maximum number of edges in a simple graph?

Using set notation, define the set of even natural numbers between 100 and 500.

Factorial canceling on expansion of binomial coefficients on Concrete Mathematics

What is a null set?

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

Recurrence relation using the master theorem $ T(n) = 4T(n/2) + n^2 \log n$ [duplicate]

Find non-common elements in lists

Is there a general identity for the infinite radicals; $\sqrt{n^{0}+\sqrt{n^{1}+\sqrt{n^{2}+\sqrt{n^{3}+...}}}}$

maximize $\sum_{A\subseteq [q], A\neq \emptyset} \alpha_A \log(|A|)$ with nonlinear constraints

Pigeonhole principle: Coloring $11$ points of a $5\times 5$ square grid

Find the coefficient of $x^n$ in $(x^2 +x^3 +x^4 +\cdots)^5$

How to calculate equivalence relations

How to identify an inverse of 101 modulo 4620

Let $S$ be any set. Prove that $S\setminus\{0\}$ is countable if and only if $S$ is countable

Pigeonhole Principle: Among any seven integers, there must be two whose sum or difference is divisible by $10$

How to approach this discrete graph question about Trees.

What is Double Counting?

How would you prove $\sum_{i=1}^{n} (3/4^i) < 1$ by induction?

Using set identities, prove that $\overline A \cup \overline B \cup (A \cap B \cap \overline C)= \overline A \cup \overline B \cup \overline C$