Two knots in S^3 are called S-equivalent if they have a common Seifert matrix. I will present Naik and Stanford's proof that two knots are S-equivalent if and only if they are related by a finite sequence of doubled-delta moves.
Wednesday, October 29, 2008 - 1:00pm
Penn
Two knots in S^3 are called S-equivalent if they have a common Seifert matrix. I will present Naik and Stanford's proof that two knots are S-equivalent if and only if they are related by a finite sequence of doubled-delta moves.