06-1350/Class Notes for Tuesday October 10

06-1350/Navigation Panel   # Week of... Links 1 Sep 11 About, Tue, Thu 2 Sep 18 Tue, Kurlin(P), Thu 3 Sep 25 Tue, Photo, Thu 4 Oct 2 HW1, Tue, Thu 5 Oct 9 Tue(P), Thu(P) 6 Oct 16 HW2, Tue(P), Thu(P) 7 Oct 23 Tue(P), Thu 8 Oct 30 HW3, Tue, Thu 9 Nov 6 Tue ([math]\displaystyle{ \nu }[/math]), Thu 10 Nov 13 Tue, Thu 11 Nov 20 HW4(P), Thu 12 Nov 27 Thu 13 Dec 4 Syzygies in Asymptote, Final Jan 8 Grades Note. (P) means "contains a problem that Dror cares about". Add your name / see who's in! On to 07-1352

Question. Can you embed a trinion (a.k.a. a sphere with three holes, a pair of pants, or a band theta graph) in [math]\displaystyle{ {\mathbb R}^3 }[/math] so that each boundary component would be unknotted yet each pair of boundary components would be knotted?

Plastic trinions