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        <title>Orientable smooth manifolds are essentially quasigroups (Charlotte Aten at BUGCAT 2021)</title>
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        <description>This is my talk at Binghamton University's annual BUGCAT conference for 2021. I discuss the contents of a preprint Semin Yoo and I recently posted on the arXiv, which concerns the manufacture of (pseudo)manifolds from alternating n-quasigroups. I give an overview of our basic constructions and argue that every orientable triangulable manifold can be produced in this manner. Corrections: 8:15 I meant 0-skeleton, not 1-skeleton. 25:30 The last bullet of the slide is missing an important part. The correct statement is on the slides linked below. BUGCAT: https://seminars.math.binghamton.edu/BUGCAT/index.html Slides: https://aten.cool/documents/slides/BUGCAT_2021_quasigroup_manifolds.pdf Semin Yoo: https://sites.google.com/site/seminmathematics/ Preprint: https://arxiv.org/abs/2110.05660</description>
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