👉 In mathematics, an "ensphere" is a concept that represents a subset of the set of all possible subsets of a given set. It is defined as a union of sets, where each set in the union is a subset of the original set. For example, consider a set S = {a, b, c}. The ensphere of S is defined by the following unions: - Ensphere A: {S} - Ensphere B: {S, {a}} - Ensphere
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What is the definition of Ensphered? 🙋
👉 The term "ensphered" is a phrase that refers to something being made or created from scratch. It can also be used in relation to an object, process, or situation where it is being constructed or created anew. In this context, "ensphered" could mean that the creation or construction of something involves starting with nothing and building up from there. It implies a deliberate effort to create new things by oneself, rather than relying on external forces or circumstances. For example: - A
What is the definition of Ensphere? 🙋
👉 The term "ensphere" is a mathematical concept that refers to the set of all points in space that are at a specific distance from another point. It is named after the Greek word "en," meaning "center" or "centre," and the Latin word "sphere," which means "circle." The term was first introduced by the German mathematician Karl Weierstrass in 1853. In a three-dimensional space, an ensphere is a set of points that are all
