Figure 3 - uploaded by Christopher M. Herald
Content may be subject to copyright.
The action of s , induced by the earring tangle, on immersed curves in the pillowcase, up to a small regular homotopy.
Source publication
The earring tangle consists of four strands 4pt x [0,1] inside S^2 x [0,1] and one meridian around one of the strands. Equipping this tangle with a nontrivial SO(3) bundle, we show that its traceless SU(2) flat moduli space is topologically a smooth genus three surface. We also show that the restriction map from this surface to the traceless flat m...
Contexts in source publication
Context 1
... B, whose statement is geometrically described in Figure 3, essentially reformulates Theorem A in this language. It provides a geometric description of the action of this endomorphism on objects in the wrapped Fukaya category of P . ...
Context 2
... B. For any δ > 0 small enough, then for all small enough s > 0, the correspondence induced by r : s → (P * ) − × P * acts on immersed curves in P * in the following way (see Figure 3): ...
Context 3
... of two arc-type Lagrangians and figure eight curves supported near them are given in Figure 3. Figure 18 is a computer plot of the action of the correspondence u s for s = 0.19 on the three arcs corresponding to the three trivial tangles which appear in the unoriented skein triple. ...
Context 4
... B, whose statement is geometrically described in Figure 3, essentially reformulates Theorem A in this language. It provides a geometric description of the action of this endomorphism on objects in the wrapped Fukaya category of P . ...
Context 5
... B. For any δ > 0 small enough, then for all small enough s > 0, the correspondence induced by r : s → (P * ) − × P * acts on immersed curves in P * in the following way (see Figure 3): ...