Looking for more "exotic" classes of polyhedra

Limit of $\left\{ \int_{0}^{1} [bx + a(1 - x) ]^{\frac1n} dx \right\}^n$ as $n \to \infty$

Is there a statement independent from PA and does not increase the consistency strength?

Why won't a series converge if the limit of the sequence is 0?

Let $f$ be a real uniformly continuous function on the bounded set $E$ in $\mathbb{R^1}$. Prove that $f$ is bounded on $E$

Meaning of the antipode in Hopf algebras?

$4$ dogs have been born in the same week. What is the probability that they were born on different days?

Can the topology $\tau = \{\emptyset, \{a\}, \{a,b\}\}$ be induced by some metric?

What does $[A,B]=0$ mean in matrix theory?

Is there an entire function with $f(\mathbb{Q}) \subset \mathbb{Q}$ and a non-finite power series representation having only rational Coeffitients

Minimal sufficient statistics for uniform distribution on $(-\theta, \theta)$

Help explaining Structural Induction

Prove that if $a \ge c$ for all $c < b$, then $a \geq b$

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