👉 In mathematics, a multiparous system is a special type of group that satisfies several properties and conditions. A multiparous group is defined as a group in which every element has an inverse. The first condition for a group to be said to satisfy this definition is that it must have at least two elements (generators). The second condition is that the group has one or more inverses, which means that there exists some element \(g\) such that \(g^{-1} = g\
