👉 In mathematics, a semigroup is an algebraic structure that satisfies several properties. Unlike groups, semigroups are not commutative and do not have an identity element. They can be defined as a set equipped with two binary operations, denoted by , which satisfy certain rules about the relationship between their elements. For example, in the ring of integers modulo n, where n is any integer greater than 1, we can define addition and multiplication on the integers using the following rules: 1
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What is the definition of Semimagical? 🙋
👉 Semimagical is a concept in linguistics that refers to a situation or event that occurs in parallel with or without the presence of another entity, such as time or space. It can be thought of as an "in-between" state where two different things are happening simultaneously, but not necessarily at the same time. In linguistic terms, semimagical is typically represented by using a semantically ambiguous sentence structure, where the meaning of the sentence depends on how it is interpreted and understood by the listener
