👉 In mathematics, a knot is an embedding of one 3-dimensional space (a link) in another. Knots are defined by their crossing number and can be classified into two types based on how they are embedded in space.
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Closed Knots
: These are knots that are completely contained within the boundaries of a closed surface. For example, a circle knot is a closed knot because it is entirely contained within the boundary of a sphere. Closed knots are often used to visualize knot theory and
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What is the definition of Knots? 🙋
What is the definition of Kntxiei? 🙋
👉 Knots are points where two or more lines meet in a circle, often used to show tension or tightness. The word "kntxiei" means "tight knot" in English or Greek, which can refer to a specific type of knot, like the tautose. Definition: Kntxiei is a term from ancient Mesopotamia that translates to "tight knot," referring specifically to the tightest knots. It's often used for describing the tension within a knot or the tightness of a structure. The word comes from Greek and is not part of any other language.
