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  1. (, MATRIX book series)
    Wood, David R.; de Gier, Jan; Praeger, Cheryl E.; Tao, Terence (Ed.)
    Using the 10/8 + 4 theorem of Hopkins, Lin, Shi, and Xu, we derive a smooth slicing obstruction for knots in the three-sphere using a spin 4-manifold whose boundary is 0–surgery on a knot. This improves upon the slicing obstruction bound by Vafaee and Donald that relies on Furuta’s 10/8 theorem. We give an example where our obstruction is able to detect the smooth non-sliceness of a knot by using a spin 4-manifold for which the Donald-Vafaee slice obstruction fails. 
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