Alternating links on nonorientable surfaces and Klein-bottly alternating
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Alternating links on nonorientable surfaces and Klein-bottly alternating
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It has been known for several decades that classical alternating links in the 3-sphere have nice hyperbolic geometric properties. Recent work generalises such results to give hyperbolic geometry of links with alternating projections onto any surface in very general 3-manifolds. However, the most general results require an orientable projection surface. …