Knot polynomials are mathematical expressions that assign a polynomial to a knot or link, capturing essential information about its structure. They emerged as crucial tools in knot theory, allowing mathematicians to distinguish between different knots and links by providing invariants that remain unchanged under certain transformations. The introduction of these polynomials marked a significant advancement in the study of knots, facilitating deeper insights into their properties and relationships.
congrats on reading the definition of Introduction of Knot Polynomials. now let's actually learn it.