Knot Theory
A Seifert matrix is a specific mathematical construct associated with a Seifert surface of a knot or link, used to study its topological properties. This matrix is derived from the intersection form of the surface and plays a critical role in understanding how the surface can be embedded in three-dimensional space. The Seifert matrix provides insights into the characteristics of knots and links, especially in relation to their invariants and whether they are equivalent or not.
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