+A **group** is a fundamental algebraic [Set](/wiki/set) equipped with a [Binary Operation](/wiki/binary_operation) that combines any two elements to form a third, adhering to precise axioms. These rules — closure, associativity, identity, and invertibility — define its elegant structure.
+## See also
+- [Algebra](/wiki/algebra)
+- [Symmetry](/wiki/symmetry)
+- [Ring](/wiki/ring)
... 1 more lines