👉 "Ramifying" is a mathematical concept in topology that refers to a set of points or lines on a surface. It is used to describe how many times a curve can be cut by another curve without any intersection. For example, if we have a line segment (a simple closed curve) and a circle, the ramification number of this circle will be one since it cuts the line at only one point. If the circle has more than one point on the line, then there are multiple ram
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What is the definition of Ramify? 🙋
👉 The term "ramify" is a concept in algebraic topology, particularly in the context of groupoids and groupoidoids. In groupoids, a groupoid is an object-oriented structure that can be thought of as a type of category with a single source (the identity element) for morphisms. It's also known as a "groupoidoid" because it resembles the familiar concept of groups in a different context. The term "ramify" refers to a specific property or operation
