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Hughes, Mark; Kim, Seungwon; Miller, Maggie (, Proceedings of the London Mathematical Society)Abstract We show that there exist split, orientable, 2‐component surface‐links in with non‐isotopic splitting spheres in their complements. In particular, for non‐negative integers with , the unlink consisting of one component of genus and one component of genus contains in its complement two smooth splitting spheres that are not topologically isotopic in . This contrasts with link theory in the classical dimension, as any two splitting spheres in the complement of a 2‐component split link are isotopic in .more » « less
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Allen, Samantha; İnce, Kenan; Kim, Seungwon; Ruppik, Benjamin Matthias; Turner, Hannah (, Pacific Journal of Mathematics)
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Kim, Seungwon; Billinghurst, Mark; Kim, Kangsoo (, Journal on Multimodal User Interfaces)
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Kahng, Andrew B.; Kang, Seokhyeong; Kim, Seungwon; Samadi, Kambiz; Xu, Bangqi (, Proceedings of Design, Automation and Test in Europe (DATE) Conference)
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