ord$(h)|\max\{\text{ord}(g)|g\in G\}$ for all $h\in G$.
7079
ord $(b)|\max\{\text{ord}(g)|g\in G\}$ for all $b\in G\,$ a finite abelian group
143900
how can be prove that $\max(f(n),g(n)) = \Theta(f(n)+g(n))$
17191
How to verify $H\otimes K \cong \bigoplus\limits_{i\in I}H$
79367
Understanding the difference between two theorems related to $|G\,:\,K|=|H\,:\,K|\cdot|G\,:\,H|$.
155884
What are the conditions on $\text{tr}(AB) \leq \text{tr(A)} \text{tr(B)}$ to be true?
130455
If $H,K⊲G$ and $H∩K = \{1_G\}$, then all elements in $H$ commute with all elements in $K$
86635
Optimizing $(X_{n}+c)^{2}$ to show that $P(\overline{X}_{n}\geq \lambda) \leq E(X_{n}^{2})/(EX_{n}^{2}+ \lambda^{2})$
31303
If $p\in\Bbb Z[X]$ show that: $ \max\limits_{x\in [0,1]}\left|p(x) \right| > \frac{1}{e^{n}}. $
105910
How to prove that $[G:xHx^{-1}] = [G:H]$ given $H \le G$?
57096
Show that $\max{\{|a|+|b|,|c|+|d|\}} \leq \max{\{|a|,|c|\}}+\max{\{|b|,|d|\}}.$
111703
If $H \leq G$ and $[G:H]! \leq |G|$ then $G$ is not simple
105768
Proof involving absolute value and maximums
127242
$|A\times B|= \text{max}(|A|,|B|)$ for infinite sets
99630
For every $g\in G$ there exists an $h\in G$ such that $g = h^3$
94507
Given $G$ group and $H \le G$ such that $|G:H|=2$, how does $x^2 \in H$ for every $x \in G$?
31503
Question about Maximum Modulus Principle applied to $|f|+|g|$
65062
Prove $\text{rank}(A) \geq \frac{(\text{tr}(A))^2}{\text{tr}(A^2)}$ when $A$ is Hermitian