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Teunissen Adjustment Theory Form

Teunissen Adjustment Theory Form

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so today what I want to talk about is in general what I like to kind of call structure theorems for Legendre or not so so so I want to consider structure theorems alejandria knots and what I mean by this is we'd like to try to understand the structure or say maybe the classification of under some well understood say topological operation like may be connected some satellites you know whatever that might be so I'd like to maybe mention the first such theorem that I know of so several years ago co Honda and I this is a 2003 I guess this was published at least improve the following so given to knotts k1 and k2 and so these are just topological knots there's no Legendre ins or anything going just going on right now in s3 then there is a pie jection from ledge k 1 ohk to modulus m equivalents they'll tell you about in a second to pledge k 1 x sub k 2 so of course the simplest operation you probably know about knots is given to knotts you can form they're connected sums just you put them nex

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