Is there a generator for $(\Bbb R, +)$?
115270
What are the generators of $(\mathbb{R},+)$?
71767
What is the difference between $\Bbb{R^n}\times\Bbb{R^m}$ and $\Bbb{R^{m+n}}$?
28913
How to find a generator of a cyclic group?
126859
$\Bbb Z^\ast$ What is this notation?
114256
More Generating Functions problems
151425
Does $\mathbb{R}^n$ have a real vector space structure with dimension other than $n$?
94363
Prove: Any open interval has the same cardinality of $\Bbb R$ (without using trigonometric functions)
77799
Determine the set of units $(\Bbb Z/n\Bbb Z)^\times$ for different values of $n$
120642
Let $g : \Bbb N \times \Bbb N \to\Bbb N \times \Bbb N$ defined as $g(m,n) = (m + n,m - n)$
128966
Explicit bijection between $\Bbb R$ and permutations of $\Bbb N$
35777
$\mathbb{R}[X,Y]/(Y-X^2,Y+X)\cong_\text{Ring} \mathbb{R}\times \mathbb{R}$
6984
Inverting $a+b\sqrt{2}$ in the field $\Bbb Q(\sqrt{2})$
84830
Vector space of infinite sequences in $\Bbb R$
128899
How to find all generators for a cyclic group of order $n$?
14139
$(12)$ and $(123\dots n)$ are generators of $S_n$
111779
Ordinary generating function for $\binom{3n}{n}$
41448
Counting set for generating functions